utiltools/X86MAC64/cuda/doc/html/libdevice-users-guide/__nv_powi.html

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  40             (<a href="https://developer.nvidia.com/cuda-toolkit-archive">older</a>)
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  46          <div class="topic nested1" id="__nv_powi"><a name="__nv_powi" shape="rect">
  47                <!-- --></a><h2 class="topictitle2">3.250.&nbsp;__nv_powi</h2>
  48             <div class="body conbody">
  49                <p class="p"><strong class="ph b">Prototype</strong>:
  50                </p><pre xml:space="preserve">
  51 double @__nv_powi(double %x, i32 %y)
  52
  53 </pre><p class="p"><strong class="ph b">Description</strong>:
  54                </p>
  55                <p class="p">Calculate the value of <tt class="ph tt">x</tt> to the power of <tt class="ph tt">y</tt></p>
  56                <p class="p"></p>
  57                <p class="p"><strong class="ph b">Returns:</strong></p>
  58                <div class="p">
  59                   <ul class="ul">
  60                      <li class="li">
  61                         <p class="p">__nv_powi(
  62
  63
  64                            <math xmlns="http://www.w3.org/1998/Math/MathML">
  65                               <mo>±</mo>
  66                               <mn>0</mn>
  67                            </math>
  68
  69                            , <tt class="ph tt">y</tt>) returns
  70
  71
  72                            <math xmlns="http://www.w3.org/1998/Math/MathML">
  73                               <mo>±</mo>
  74                               <mi>∞</mi>
  75                            </math>
  76
  77                            for <tt class="ph tt">y</tt> an integer less than 0.
  78                         </p>
  79                      </li>
  80                      <li class="li">
  81                         <p class="p">__nv_powi(
  82
  83
  84                            <math xmlns="http://www.w3.org/1998/Math/MathML">
  85                               <mo>±</mo>
  86                               <mn>0</mn>
  87                            </math>
  88
  89                            , <tt class="ph tt">y</tt>) returns
  90
  91
  92                            <math xmlns="http://www.w3.org/1998/Math/MathML">
  93                               <mo>±</mo>
  94                               <mn>0</mn>
  95                            </math>
  96
  97                            for <tt class="ph tt">y</tt> an odd integer greater than 0.
  98                         </p>
  99                      </li>
 100                      <li class="li">
 101                         <p class="p">__nv_powi(
 102
 103
 104                            <math xmlns="http://www.w3.org/1998/Math/MathML">
 105                               <mo>±</mo>
 106                               <mn>0</mn>
 107                            </math>
 108
 109                            , <tt class="ph tt">y</tt>) returns +0 for <tt class="ph tt">y</tt> &gt; 0 and not and odd integer.
 110                         </p>
 111                      </li>
 112                      <li class="li">
 113                         <p class="p">__nv_powi(-1,
 114
 115
 116                            <math xmlns="http://www.w3.org/1998/Math/MathML">
 117                               <mo>±</mo>
 118                               <mi>∞</mi>
 119                            </math>
 120
 121                            ) returns 1.
 122                         </p>
 123                      </li>
 124                      <li class="li">
 125                         <p class="p">__nv_powi(+1, <tt class="ph tt">y</tt>) returns 1 for any <tt class="ph tt">y</tt>, even a NaN.
 126                         </p>
 127                      </li>
 128                      <li class="li">
 129                         <p class="p">__nv_powi(<tt class="ph tt">x</tt>,
 130
 131
 132                            <math xmlns="http://www.w3.org/1998/Math/MathML">
 133                               <mo>±</mo>
 134                               <mn>0</mn>
 135                            </math>
 136
 137                            ) returns 1 for any <tt class="ph tt">x</tt>, even a NaN.
 138                         </p>
 139                      </li>
 140                      <li class="li">
 141                         <p class="p">__nv_powi(<tt class="ph tt">x</tt>, <tt class="ph tt">y</tt>) returns a NaN for finite <tt class="ph tt">x</tt> &lt; 0 and finite non-integer <tt class="ph tt">y</tt>.
 142                         </p>
 143                      </li>
 144                      <li class="li">
 145                         <p class="p">__nv_powi(<tt class="ph tt">x</tt>,
 146
 147
 148                            <math xmlns="http://www.w3.org/1998/Math/MathML">
 149                               <mo>−</mo>
 150                               <mi>∞</mi>
 151                            </math>
 152
 153                            ) returns
 154
 155
 156                            <math xmlns="http://www.w3.org/1998/Math/MathML">
 157                               <mo>+</mo>
 158                               <mi>∞</mi>
 159                            </math>
 160
 161                            for
 162
 163
 164                            <math xmlns="http://www.w3.org/1998/Math/MathML">
 165                               <mrow>
 166                                  <mo>|</mo>
 167                               </mrow>
 168                               <mi>x</mi>
 169                               <mrow>
 170                                  <mo>|</mo>
 171                               </mrow>
 172                               <mo>&lt;</mo>
 173                               <mn>1</mn>
 174                            </math>
 175                            .
 176                         </p>
 177                      </li>
 178                      <li class="li">
 179                         <p class="p">__nv_powi(<tt class="ph tt">x</tt>,
 180
 181
 182                            <math xmlns="http://www.w3.org/1998/Math/MathML">
 183                               <mo>−</mo>
 184                               <mi>∞</mi>
 185                            </math>
 186
 187                            ) returns +0 for
 188
 189
 190                            <math xmlns="http://www.w3.org/1998/Math/MathML">
 191                               <mrow>
 192                                  <mo>|</mo>
 193                               </mrow>
 194                               <mi>x</mi>
 195                               <mrow>
 196                                  <mo>|</mo>
 197                               </mrow>
 198                               <mo>&gt;</mo>
 199                               <mn>1</mn>
 200                            </math>
 201                            .
 202                         </p>
 203                      </li>
 204                      <li class="li">
 205                         <p class="p">__nv_powi(<tt class="ph tt">x</tt>,
 206
 207
 208                            <math xmlns="http://www.w3.org/1998/Math/MathML">
 209                               <mo>+</mo>
 210                               <mi>∞</mi>
 211                            </math>
 212
 213                            ) returns +0 for
 214
 215
 216                            <math xmlns="http://www.w3.org/1998/Math/MathML">
 217                               <mrow>
 218                                  <mo>|</mo>
 219                               </mrow>
 220                               <mi>x</mi>
 221                               <mrow>
 222                                  <mo>|</mo>
 223                               </mrow>
 224                               <mo>&lt;</mo>
 225                               <mn>1</mn>
 226                            </math>
 227                            .
 228                         </p>
 229                      </li>
 230                      <li class="li">
 231                         <p class="p">__nv_powi(<tt class="ph tt">x</tt>,
 232
 233
 234                            <math xmlns="http://www.w3.org/1998/Math/MathML">
 235                               <mo>+</mo>
 236                               <mi>∞</mi>
 237                            </math>
 238
 239                            ) returns
 240
 241
 242                            <math xmlns="http://www.w3.org/1998/Math/MathML">
 243                               <mo>+</mo>
 244                               <mi>∞</mi>
 245                            </math>
 246
 247                            for
 248
 249
 250                            <math xmlns="http://www.w3.org/1998/Math/MathML">
 251                               <mrow>
 252                                  <mo>|</mo>
 253                               </mrow>
 254                               <mi>x</mi>
 255                               <mrow>
 256                                  <mo>|</mo>
 257                               </mrow>
 258                               <mo>&gt;</mo>
 259                               <mn>1</mn>
 260                            </math>
 261                            .
 262                         </p>
 263                      </li>
 264                      <li class="li">
 265                         <p class="p">__nv_powi(
 266
 267
 268                            <math xmlns="http://www.w3.org/1998/Math/MathML">
 269                               <mo>−</mo>
 270                               <mi>∞</mi>
 271                            </math>
 272
 273                            , <tt class="ph tt">y</tt>) returns -0 for <tt class="ph tt">y</tt> an odd integer less than 0.
 274                         </p>
 275                      </li>
 276                      <li class="li">
 277                         <p class="p">__nv_powi(
 278
 279
 280                            <math xmlns="http://www.w3.org/1998/Math/MathML">
 281                               <mo>−</mo>
 282                               <mi>∞</mi>
 283                            </math>
 284
 285                            , <tt class="ph tt">y</tt>) returns +0 for <tt class="ph tt">y</tt> &lt; 0 and not an odd integer.
 286                         </p>
 287                      </li>
 288                      <li class="li">
 289                         <p class="p">__nv_powi(
 290
 291
 292                            <math xmlns="http://www.w3.org/1998/Math/MathML">
 293                               <mo>−</mo>
 294                               <mi>∞</mi>
 295                            </math>
 296
 297                            , <tt class="ph tt">y</tt>) returns
 298
 299
 300                            <math xmlns="http://www.w3.org/1998/Math/MathML">
 301                               <mo>−</mo>
 302                               <mi>∞</mi>
 303                            </math>
 304
 305                            for <tt class="ph tt">y</tt> an odd integer greater than 0.
 306                         </p>
 307                      </li>
 308                      <li class="li">
 309                         <p class="p">__nv_powi(
 310
 311
 312                            <math xmlns="http://www.w3.org/1998/Math/MathML">
 313                               <mo>−</mo>
 314                               <mi>∞</mi>
 315                            </math>
 316
 317                            , <tt class="ph tt">y</tt>) returns
 318
 319
 320                            <math xmlns="http://www.w3.org/1998/Math/MathML">
 321                               <mo>+</mo>
 322                               <mi>∞</mi>
 323                            </math>
 324
 325                            for <tt class="ph tt">y</tt> &gt; 0 and not an odd integer.
 326                         </p>
 327                      </li>
 328                      <li class="li">
 329                         <p class="p">__nv_powi(
 330
 331
 332                            <math xmlns="http://www.w3.org/1998/Math/MathML">
 333                               <mo>+</mo>
 334                               <mi>∞</mi>
 335                            </math>
 336
 337                            , <tt class="ph tt">y</tt>) returns +0 for <tt class="ph tt">y</tt> &lt; 0.
 338                         </p>
 339                      </li>
 340                      <li class="li">
 341                         <p class="p">__nv_powi(
 342
 343
 344                            <math xmlns="http://www.w3.org/1998/Math/MathML">
 345                               <mo>+</mo>
 346                               <mi>∞</mi>
 347                            </math>
 348
 349                            , <tt class="ph tt">y</tt>) returns
 350
 351
 352                            <math xmlns="http://www.w3.org/1998/Math/MathML">
 353                               <mo>+</mo>
 354                               <mi>∞</mi>
 355                            </math>
 356
 357                            for <tt class="ph tt">y</tt> &gt; 0.
 358                         </p>
 359                      </li>
 360                   </ul>
 361                </div>
 362                <div class="p">
 363                   <div class="note note"><span class="notetitle">Note:</span><p class="p">For accuracy information for this function see the CUDA C Programming Guide, Appendix C, Table C-2. </p>
 364                   </div>
 365                </div>
 366                <p class="p"><strong class="ph b">Library Availability</strong>:
 367                </p>
 368                <p class="p">Compute 2.0: Yes</p>
 369                <p class="p">Compute 3.0: Yes</p>
 370                <p class="p">Compute 3.5: Yes</p>
 371             </div>
 372          </div>
 373
 374          <hr id="contents-end"></hr>
 375          <div id="breadcrumbs"><a href="__nv_powf.html" shape="rect">&lt; Previous</a> | <a href="__nv_powif.html" shape="rect">Next &gt;</a></div>
 376          <div id="release-info">libdevice User's Guide
 377             (<a href="../../pdf/libdevice-users-guide.pdf">PDF</a>)
 378             -
 379             CUDA Toolkit v5.5
 380             (<a href="https://developer.nvidia.com/cuda-toolkit-archive">older</a>)
 381             -
 382             Last updated
 383             September 5, 2013
 384             -
 385             <a href="mailto:cudatools@nvidia.com?subject=CUDA Tools Documentation Feedback: libdevice-users-guide">Send Feedback</a></div>
 386
 387       </article>
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 408             <li><a href="../kepler-tuning-guide/index.html" title="Kepler is NVIDIA's next-generation architecture for CUDA compute applications. Applications that follow the best practices for the Fermi architecture should typically see speedups on the Kepler architecture without any code changes. This guide summarizes the ways that an application can be fine-tuned to gain additional speedups by leveraging Kepler architectural features.">Kepler Tuning Guide</a></li>
 409             <li><a href="../parallel-thread-execution/index.html" title="This guide provides detailed instructions on the use of PTX, a low-level parallel thread execution virtual machine and instruction set architecture (ISA). PTX exposes the GPU as a data-parallel computing device.">PTX ISA</a></li>
 410             <li><a href="../optimus-developer-guide/index.html" title="This document explains how CUDA APIs can be used to query for GPU capabilities in NVIDIA Optimus systems.">Developer Guide for Optimus</a></li>
 411             <li><a href="../video-decoder/index.html" title="This document provides the video decoder API specification and the format conversion and display using DirectX or OpenGL following decode.">Video Decoder</a></li>
 412             <li><a href="../video-encoder/index.html" title="This document provides the CUDA video encoder specifications, including the C-library API functions and encoder query parameters.">Video Encoder</a></li>
 413             <li><a href="../inline-ptx-assembly/index.html" title="This document shows how to inline PTX (parallel thread execution) assembly language statements into CUDA code. It describes available assembler statement parameters and constraints, and the document also provides a list of some pitfalls that you may encounter.">Inline PTX Assembly</a></li>
 414             <li><a href="../cuda-runtime-api/index.html" title="The CUDA runtime API.">CUDA Runtime API</a></li>
 415             <li><a href="../cuda-driver-api/index.html" title="The CUDA driver API.">CUDA Driver API</a></li>
 416             <li><a href="../cuda-math-api/index.html" title="The CUDA math API.">CUDA Math API</a></li>
 417             <li><a href="../cublas/index.html" title="The CUBLAS library is an implementation of BLAS (Basic Linear Algebra Subprograms) on top of the NVIDIA CUDA runtime. It allows the user to access the computational resources of NVIDIA Graphical Processing Unit (GPU), but does not auto-parallelize across multiple GPUs.">CUBLAS</a></li>
 418             <li><a href="../cufft/index.html" title="The CUFFT library user guide.">CUFFT</a></li>
 419             <li><a href="../curand/index.html" title="The CURAND library user guide.">CURAND</a></li>
 420             <li><a href="../cusparse/index.html" title="The CUSPARSE library user guide.">CUSPARSE</a></li>
 421             <li><a href="../npp/index.html" title="NVIDIA NPP is a library of functions for performing CUDA accelerated processing. The initial set of functionality in the library focuses on imaging and video processing and is widely applicable for developers in these areas. NPP will evolve over time to encompass more of the compute heavy tasks in a variety of problem domains. The NPP library is written to maximize flexibility, while maintaining high performance.">NPP</a></li>
 422             <li><a href="../thrust/index.html" title="The Thrust getting started guide.">Thrust</a></li>
 423             <li><a href="../cuda-samples/index.html" title="This document contains a complete listing of the code samples that are included with the NVIDIA CUDA Toolkit. It describes each code sample, lists the minimum GPU specification, and provides links to the source code and white papers if available.">CUDA Samples</a></li>
 424             <li><a href="../cuda-compiler-driver-nvcc/index.html" title="This document is a reference guide on the use of the CUDA compiler driver nvcc. Instead of being a specific CUDA compilation driver, nvcc mimics the behavior of the GNU compiler gcc, accepting a range of conventional compiler options, such as for defining macros and include/library paths, and for steering the compilation process.">NVCC</a></li>
 425             <li><a href="../cuda-gdb/index.html" title="The NVIDIA tool for debugging CUDA applications running on Linux and Mac, providing developers with a mechanism for debugging CUDA applications running on actual hardware. CUDA-GDB is an extension to the x86-64 port of GDB, the GNU Project debugger.">CUDA-GDB</a></li>
 426             <li><a href="../cuda-memcheck/index.html" title="CUDA-MEMCHECK is a suite of run time tools capable of precisely detecting out of bounds and misaligned memory access errors, checking device allocation leaks, reporting hardware errors and identifying shared memory data access hazards.">CUDA-MEMCHECK</a></li>
 427             <li><a href="../nsight-eclipse-edition-getting-started-guide/index.html" title="Nsight Eclipse Edition getting started guide">Nsight Eclipse Edition</a></li>
 428             <li><a href="../profiler-users-guide/index.html" title="This is the guide to the Profiler.">Profiler</a></li>
 429             <li><a href="../cuda-binary-utilities/index.html" title="The application notes for cuobjdump and nvdisasm.">CUDA Binary Utilities</a></li>
 430             <li><a href="../floating-point/index.html" title="A number of issues related to floating point accuracy and compliance are a frequent source of confusion on both CPUs and GPUs. The purpose of this white paper is to discuss the most common issues related to NVIDIA GPUs and to supplement the documentation in the CUDA C Programming Guide.">Floating Point and IEEE 754</a></li>
 431             <li><a href="../incomplete-lu-cholesky/index.html" title="In this white paper we show how to use the CUSPARSE and CUBLAS libraries to achieve a 2x speedup over CPU in the incomplete-LU and Cholesky preconditioned iterative methods. We focus on the Bi-Conjugate Gradient Stabilized and Conjugate Gradient iterative methods, that can be used to solve large sparse nonsymmetric and symmetric positive definite linear systems, respectively. Also, we comment on the parallel sparse triangular solve, which is an essential building block in these algorithms.">Incomplete-LU and Cholesky Preconditioned Iterative Methods</a></li>
 432             <li><a href="../libnvvm-api/index.html" title="The libNVVM API.">libNVVM API</a></li>
 433             <li><a href="../libdevice-users-guide/index.html" title="The libdevice library is an LLVM bitcode library that implements common functions for GPU kernels.">libdevice User's Guide</a></li>
 434             <li><a href="../nvvm-ir-spec/index.html" title="NVVM IR is a compiler IR (internal representation) based on the LLVM IR. The NVVM IR is designed to represent GPU compute kernels (for example, CUDA kernels). High-level language front-ends, like the CUDA C compiler front-end, can generate NVVM IR.">NVVM IR</a></li>
 435             <li><a href="../cupti/index.html" title="The CUPTI API.">CUPTI</a></li>
 436             <li><a href="../debugger-api/index.html" title="The CUDA debugger API.">Debugger API</a></li>
 437             <li><a href="../gpudirect-rdma/index.html" title="A tool for Kepler-class GPUs and CUDA 5.0 enabling a direct path for communication between the GPU and a peer device on the PCI Express bus when the devices share the same upstream root complex using standard features of PCI Express. This document introduces the technology and describes the steps necessary to enable a RDMA for GPUDirect connection to NVIDIA GPUs within the Linux device driver model.">RDMA for GPUDirect</a></li>
 438          </ul>
 439          <div class="category"><span class="twiddle">▼</span><a href="index.html" title="libdevice User's Guide">libdevice User's Guide</a></div>
 440          <ul>
 441             <li><a href="introduction.html#introduction">1.&nbsp;Introduction</a><ul>
 442                   <li><a href="introduction.html#what-is-libdevice">1.1.&nbsp;What Is libdevice?</a></li>
 443                </ul>
 444             </li>
 445             <li><a href="basic-usage.html#basic-usage">2.&nbsp;Basic Usage</a><ul>
 446                   <li><a href="basic-usage.html#linking-with-libdevice">2.1.&nbsp;Linking with libdevice</a></li>
 447                   <li><a href="basic-usage.html#version-selection">2.2.&nbsp;Selecting Library Version</a></li>
 448                </ul>
 449             </li>
 450             <li><a href="function-desc.html#function-desc">3.&nbsp;Function Reference</a><ul>
 451                   <li><a href="__nv_abs.html#__nv_abs">3.1.&nbsp;__nv_abs</a></li>
 452                   <li><a href="__nv_acos.html#__nv_acos">3.2.&nbsp;__nv_acos</a></li>
 453                   <li><a href="__nv_acosf.html#__nv_acosf">3.3.&nbsp;__nv_acosf</a></li>
 454                   <li><a href="__nv_acosh.html#__nv_acosh">3.4.&nbsp;__nv_acosh</a></li>
 455                   <li><a href="__nv_acoshf.html#__nv_acoshf">3.5.&nbsp;__nv_acoshf</a></li>
 456                   <li><a href="__nv_asin.html#__nv_asin">3.6.&nbsp;__nv_asin</a></li>
 457                   <li><a href="__nv_asinf.html#__nv_asinf">3.7.&nbsp;__nv_asinf</a></li>
 458                   <li><a href="__nv_asinh.html#__nv_asinh">3.8.&nbsp;__nv_asinh</a></li>
 459                   <li><a href="__nv_asinhf.html#__nv_asinhf">3.9.&nbsp;__nv_asinhf</a></li>
 460                   <li><a href="__nv_atan.html#__nv_atan">3.10.&nbsp;__nv_atan</a></li>
 461                   <li><a href="__nv_atan2.html#__nv_atan2">3.11.&nbsp;__nv_atan2</a></li>
 462                   <li><a href="__nv_atan2f.html#__nv_atan2f">3.12.&nbsp;__nv_atan2f</a></li>
 463                   <li><a href="__nv_atanf.html#__nv_atanf">3.13.&nbsp;__nv_atanf</a></li>
 464                   <li><a href="__nv_atanh.html#__nv_atanh">3.14.&nbsp;__nv_atanh</a></li>
 465                   <li><a href="__nv_atanhf.html#__nv_atanhf">3.15.&nbsp;__nv_atanhf</a></li>
 466                   <li><a href="__nv_brev.html#__nv_brev">3.16.&nbsp;__nv_brev</a></li>
 467                   <li><a href="__nv_brevll.html#__nv_brevll">3.17.&nbsp;__nv_brevll</a></li>
 468                   <li><a href="__nv_byte_perm.html#__nv_byte_perm">3.18.&nbsp;__nv_byte_perm</a></li>
 469                   <li><a href="__nv_cbrt.html#__nv_cbrt">3.19.&nbsp;__nv_cbrt</a></li>
 470                   <li><a href="__nv_cbrtf.html#__nv_cbrtf">3.20.&nbsp;__nv_cbrtf</a></li>
 471                   <li><a href="__nv_ceil.html#__nv_ceil">3.21.&nbsp;__nv_ceil</a></li>
 472                   <li><a href="__nv_ceilf.html#__nv_ceilf">3.22.&nbsp;__nv_ceilf</a></li>
 473                   <li><a href="__nv_clz.html#__nv_clz">3.23.&nbsp;__nv_clz</a></li>
 474                   <li><a href="__nv_clzll.html#__nv_clzll">3.24.&nbsp;__nv_clzll</a></li>
 475                   <li><a href="__nv_copysign.html#__nv_copysign">3.25.&nbsp;__nv_copysign</a></li>
 476                   <li><a href="__nv_copysignf.html#__nv_copysignf">3.26.&nbsp;__nv_copysignf</a></li>
 477                   <li><a href="__nv_cos.html#__nv_cos">3.27.&nbsp;__nv_cos</a></li>
 478                   <li><a href="__nv_cosf.html#__nv_cosf">3.28.&nbsp;__nv_cosf</a></li>
 479                   <li><a href="__nv_cosh.html#__nv_cosh">3.29.&nbsp;__nv_cosh</a></li>
 480                   <li><a href="__nv_coshf.html#__nv_coshf">3.30.&nbsp;__nv_coshf</a></li>
 481                   <li><a href="__nv_cospi.html#__nv_cospi">3.31.&nbsp;__nv_cospi</a></li>
 482                   <li><a href="__nv_cospif.html#__nv_cospif">3.32.&nbsp;__nv_cospif</a></li>
 483                   <li><a href="__nv_dadd_rd.html#__nv_dadd_rd">3.33.&nbsp;__nv_dadd_rd</a></li>
 484                   <li><a href="__nv_dadd_rn.html#__nv_dadd_rn">3.34.&nbsp;__nv_dadd_rn</a></li>
 485                   <li><a href="__nv_dadd_ru.html#__nv_dadd_ru">3.35.&nbsp;__nv_dadd_ru</a></li>
 486                   <li><a href="__nv_dadd_rz.html#__nv_dadd_rz">3.36.&nbsp;__nv_dadd_rz</a></li>
 487                   <li><a href="__nv_ddiv_rd.html#__nv_ddiv_rd">3.37.&nbsp;__nv_ddiv_rd</a></li>
 488                   <li><a href="__nv_ddiv_rn.html#__nv_ddiv_rn">3.38.&nbsp;__nv_ddiv_rn</a></li>
 489                   <li><a href="__nv_ddiv_ru.html#__nv_ddiv_ru">3.39.&nbsp;__nv_ddiv_ru</a></li>
 490                   <li><a href="__nv_ddiv_rz.html#__nv_ddiv_rz">3.40.&nbsp;__nv_ddiv_rz</a></li>
 491                   <li><a href="__nv_dmul_rd.html#__nv_dmul_rd">3.41.&nbsp;__nv_dmul_rd</a></li>
 492                   <li><a href="__nv_dmul_rn.html#__nv_dmul_rn">3.42.&nbsp;__nv_dmul_rn</a></li>
 493                   <li><a href="__nv_dmul_ru.html#__nv_dmul_ru">3.43.&nbsp;__nv_dmul_ru</a></li>
 494                   <li><a href="__nv_dmul_rz.html#__nv_dmul_rz">3.44.&nbsp;__nv_dmul_rz</a></li>
 495                   <li><a href="__nv_double2float_rd.html#__nv_double2float_rd">3.45.&nbsp;__nv_double2float_rd</a></li>
 496                   <li><a href="__nv_double2float_rn.html#__nv_double2float_rn">3.46.&nbsp;__nv_double2float_rn</a></li>
 497                   <li><a href="__nv_double2float_ru.html#__nv_double2float_ru">3.47.&nbsp;__nv_double2float_ru</a></li>
 498                   <li><a href="__nv_double2float_rz.html#__nv_double2float_rz">3.48.&nbsp;__nv_double2float_rz</a></li>
 499                   <li><a href="__nv_double2hiint.html#__nv_double2hiint">3.49.&nbsp;__nv_double2hiint</a></li>
 500                   <li><a href="__nv_double2int_rd.html#__nv_double2int_rd">3.50.&nbsp;__nv_double2int_rd</a></li>
 501                   <li><a href="__nv_double2int_rn.html#__nv_double2int_rn">3.51.&nbsp;__nv_double2int_rn</a></li>
 502                   <li><a href="__nv_double2int_ru.html#__nv_double2int_ru">3.52.&nbsp;__nv_double2int_ru</a></li>
 503                   <li><a href="__nv_double2int_rz.html#__nv_double2int_rz">3.53.&nbsp;__nv_double2int_rz</a></li>
 504                   <li><a href="__nv_double2ll_rd.html#__nv_double2ll_rd">3.54.&nbsp;__nv_double2ll_rd</a></li>
 505                   <li><a href="__nv_double2ll_rn.html#__nv_double2ll_rn">3.55.&nbsp;__nv_double2ll_rn</a></li>
 506                   <li><a href="__nv_double2ll_ru.html#__nv_double2ll_ru">3.56.&nbsp;__nv_double2ll_ru</a></li>
 507                   <li><a href="__nv_double2ll_rz.html#__nv_double2ll_rz">3.57.&nbsp;__nv_double2ll_rz</a></li>
 508                   <li><a href="__nv_double2loint.html#__nv_double2loint">3.58.&nbsp;__nv_double2loint</a></li>
 509                   <li><a href="__nv_double2uint_rd.html#__nv_double2uint_rd">3.59.&nbsp;__nv_double2uint_rd</a></li>
 510                   <li><a href="__nv_double2uint_rn.html#__nv_double2uint_rn">3.60.&nbsp;__nv_double2uint_rn</a></li>
 511                   <li><a href="__nv_double2uint_ru.html#__nv_double2uint_ru">3.61.&nbsp;__nv_double2uint_ru</a></li>
 512                   <li><a href="__nv_double2uint_rz.html#__nv_double2uint_rz">3.62.&nbsp;__nv_double2uint_rz</a></li>
 513                   <li><a href="__nv_double2ull_rd.html#__nv_double2ull_rd">3.63.&nbsp;__nv_double2ull_rd</a></li>
 514                   <li><a href="__nv_double2ull_rn.html#__nv_double2ull_rn">3.64.&nbsp;__nv_double2ull_rn</a></li>
 515                   <li><a href="__nv_double2ull_ru.html#__nv_double2ull_ru">3.65.&nbsp;__nv_double2ull_ru</a></li>
 516                   <li><a href="__nv_double2ull_rz.html#__nv_double2ull_rz">3.66.&nbsp;__nv_double2ull_rz</a></li>
 517                   <li><a href="__nv_double_as_longlong.html#__nv_double_as_longlong">3.67.&nbsp;__nv_double_as_longlong</a></li>
 518                   <li><a href="__nv_drcp_rd.html#__nv_drcp_rd">3.68.&nbsp;__nv_drcp_rd</a></li>
 519                   <li><a href="__nv_drcp_rn.html#__nv_drcp_rn">3.69.&nbsp;__nv_drcp_rn</a></li>
 520                   <li><a href="__nv_drcp_ru.html#__nv_drcp_ru">3.70.&nbsp;__nv_drcp_ru</a></li>
 521                   <li><a href="__nv_drcp_rz.html#__nv_drcp_rz">3.71.&nbsp;__nv_drcp_rz</a></li>
 522                   <li><a href="__nv_dsqrt_rd.html#__nv_dsqrt_rd">3.72.&nbsp;__nv_dsqrt_rd</a></li>
 523                   <li><a href="__nv_dsqrt_rn.html#__nv_dsqrt_rn">3.73.&nbsp;__nv_dsqrt_rn</a></li>
 524                   <li><a href="__nv_dsqrt_ru.html#__nv_dsqrt_ru">3.74.&nbsp;__nv_dsqrt_ru</a></li>
 525                   <li><a href="__nv_dsqrt_rz.html#__nv_dsqrt_rz">3.75.&nbsp;__nv_dsqrt_rz</a></li>
 526                   <li><a href="__nv_erf.html#__nv_erf">3.76.&nbsp;__nv_erf</a></li>
 527                   <li><a href="__nv_erfc.html#__nv_erfc">3.77.&nbsp;__nv_erfc</a></li>
 528                   <li><a href="__nv_erfcf.html#__nv_erfcf">3.78.&nbsp;__nv_erfcf</a></li>
 529                   <li><a href="__nv_erfcinv.html#__nv_erfcinv">3.79.&nbsp;__nv_erfcinv</a></li>
 530                   <li><a href="__nv_erfcinvf.html#__nv_erfcinvf">3.80.&nbsp;__nv_erfcinvf</a></li>
 531                   <li><a href="__nv_erfcx.html#__nv_erfcx">3.81.&nbsp;__nv_erfcx</a></li>
 532                   <li><a href="__nv_erfcxf.html#__nv_erfcxf">3.82.&nbsp;__nv_erfcxf</a></li>
 533                   <li><a href="__nv_erff.html#__nv_erff">3.83.&nbsp;__nv_erff</a></li>
 534                   <li><a href="__nv_erfinv.html#__nv_erfinv">3.84.&nbsp;__nv_erfinv</a></li>
 535                   <li><a href="__nv_erfinvf.html#__nv_erfinvf">3.85.&nbsp;__nv_erfinvf</a></li>
 536                   <li><a href="__nv_exp.html#__nv_exp">3.86.&nbsp;__nv_exp</a></li>
 537                   <li><a href="__nv_exp10.html#__nv_exp10">3.87.&nbsp;__nv_exp10</a></li>
 538                   <li><a href="__nv_exp10f.html#__nv_exp10f">3.88.&nbsp;__nv_exp10f</a></li>
 539                   <li><a href="__nv_exp2.html#__nv_exp2">3.89.&nbsp;__nv_exp2</a></li>
 540                   <li><a href="__nv_exp2f.html#__nv_exp2f">3.90.&nbsp;__nv_exp2f</a></li>
 541                   <li><a href="__nv_expf.html#__nv_expf">3.91.&nbsp;__nv_expf</a></li>
 542                   <li><a href="__nv_expm1.html#__nv_expm1">3.92.&nbsp;__nv_expm1</a></li>
 543                   <li><a href="__nv_expm1f.html#__nv_expm1f">3.93.&nbsp;__nv_expm1f</a></li>
 544                   <li><a href="__nv_fabs.html#__nv_fabs">3.94.&nbsp;__nv_fabs</a></li>
 545                   <li><a href="__nv_fabsf.html#__nv_fabsf">3.95.&nbsp;__nv_fabsf</a></li>
 546                   <li><a href="__nv_fadd_rd.html#__nv_fadd_rd">3.96.&nbsp;__nv_fadd_rd</a></li>
 547                   <li><a href="__nv_fadd_rn.html#__nv_fadd_rn">3.97.&nbsp;__nv_fadd_rn</a></li>
 548                   <li><a href="__nv_fadd_ru.html#__nv_fadd_ru">3.98.&nbsp;__nv_fadd_ru</a></li>
 549                   <li><a href="__nv_fadd_rz.html#__nv_fadd_rz">3.99.&nbsp;__nv_fadd_rz</a></li>
 550                   <li><a href="__nv_fast_cosf.html#__nv_fast_cosf">3.100.&nbsp;__nv_fast_cosf</a></li>
 551                   <li><a href="__nv_fast_exp10f.html#__nv_fast_exp10f">3.101.&nbsp;__nv_fast_exp10f</a></li>
 552                   <li><a href="__nv_fast_expf.html#__nv_fast_expf">3.102.&nbsp;__nv_fast_expf</a></li>
 553                   <li><a href="__nv_fast_fdividef.html#__nv_fast_fdividef">3.103.&nbsp;__nv_fast_fdividef</a></li>
 554                   <li><a href="__nv_fast_log10f.html#__nv_fast_log10f">3.104.&nbsp;__nv_fast_log10f</a></li>
 555                   <li><a href="__nv_fast_log2f.html#__nv_fast_log2f">3.105.&nbsp;__nv_fast_log2f</a></li>
 556                   <li><a href="__nv_fast_logf.html#__nv_fast_logf">3.106.&nbsp;__nv_fast_logf</a></li>
 557                   <li><a href="__nv_fast_powf.html#__nv_fast_powf">3.107.&nbsp;__nv_fast_powf</a></li>
 558                   <li><a href="__nv_fast_sincosf.html#__nv_fast_sincosf">3.108.&nbsp;__nv_fast_sincosf</a></li>
 559                   <li><a href="__nv_fast_sinf.html#__nv_fast_sinf">3.109.&nbsp;__nv_fast_sinf</a></li>
 560                   <li><a href="__nv_fast_tanf.html#__nv_fast_tanf">3.110.&nbsp;__nv_fast_tanf</a></li>
 561                   <li><a href="__nv_fdim.html#__nv_fdim">3.111.&nbsp;__nv_fdim</a></li>
 562                   <li><a href="__nv_fdimf.html#__nv_fdimf">3.112.&nbsp;__nv_fdimf</a></li>
 563                   <li><a href="__nv_fdiv_rd.html#__nv_fdiv_rd">3.113.&nbsp;__nv_fdiv_rd</a></li>
 564                   <li><a href="__nv_fdiv_rn.html#__nv_fdiv_rn">3.114.&nbsp;__nv_fdiv_rn</a></li>
 565                   <li><a href="__nv_fdiv_ru.html#__nv_fdiv_ru">3.115.&nbsp;__nv_fdiv_ru</a></li>
 566                   <li><a href="__nv_fdiv_rz.html#__nv_fdiv_rz">3.116.&nbsp;__nv_fdiv_rz</a></li>
 567                   <li><a href="__nv_ffs.html#__nv_ffs">3.117.&nbsp;__nv_ffs</a></li>
 568                   <li><a href="__nv_ffsll.html#__nv_ffsll">3.118.&nbsp;__nv_ffsll</a></li>
 569                   <li><a href="__nv_finitef.html#__nv_finitef">3.119.&nbsp;__nv_finitef</a></li>
 570                   <li><a href="__nv_float2half_rn.html#__nv_float2half_rn">3.120.&nbsp;__nv_float2half_rn</a></li>
 571                   <li><a href="__nv_float2int_rd.html#__nv_float2int_rd">3.121.&nbsp;__nv_float2int_rd</a></li>
 572                   <li><a href="__nv_float2int_rn.html#__nv_float2int_rn">3.122.&nbsp;__nv_float2int_rn</a></li>
 573                   <li><a href="__nv_float2int_ru.html#__nv_float2int_ru">3.123.&nbsp;__nv_float2int_ru</a></li>
 574                   <li><a href="__nv_float2int_rz.html#__nv_float2int_rz">3.124.&nbsp;__nv_float2int_rz</a></li>
 575                   <li><a href="__nv_float2ll_rd.html#__nv_float2ll_rd">3.125.&nbsp;__nv_float2ll_rd</a></li>
 576                   <li><a href="__nv_float2ll_rn.html#__nv_float2ll_rn">3.126.&nbsp;__nv_float2ll_rn</a></li>
 577                   <li><a href="__nv_float2ll_ru.html#__nv_float2ll_ru">3.127.&nbsp;__nv_float2ll_ru</a></li>
 578                   <li><a href="__nv_float2ll_rz.html#__nv_float2ll_rz">3.128.&nbsp;__nv_float2ll_rz</a></li>
 579                   <li><a href="__nv_float2uint_rd.html#__nv_float2uint_rd">3.129.&nbsp;__nv_float2uint_rd</a></li>
 580                   <li><a href="__nv_float2uint_rn.html#__nv_float2uint_rn">3.130.&nbsp;__nv_float2uint_rn</a></li>
 581                   <li><a href="__nv_float2uint_ru.html#__nv_float2uint_ru">3.131.&nbsp;__nv_float2uint_ru</a></li>
 582                   <li><a href="__nv_float2uint_rz.html#__nv_float2uint_rz">3.132.&nbsp;__nv_float2uint_rz</a></li>
 583                   <li><a href="__nv_float2ull_rd.html#__nv_float2ull_rd">3.133.&nbsp;__nv_float2ull_rd</a></li>
 584                   <li><a href="__nv_float2ull_rn.html#__nv_float2ull_rn">3.134.&nbsp;__nv_float2ull_rn</a></li>
 585                   <li><a href="__nv_float2ull_ru.html#__nv_float2ull_ru">3.135.&nbsp;__nv_float2ull_ru</a></li>
 586                   <li><a href="__nv_float2ull_rz.html#__nv_float2ull_rz">3.136.&nbsp;__nv_float2ull_rz</a></li>
 587                   <li><a href="__nv_float_as_int.html#__nv_float_as_int">3.137.&nbsp;__nv_float_as_int</a></li>
 588                   <li><a href="__nv_floor.html#__nv_floor">3.138.&nbsp;__nv_floor</a></li>
 589                   <li><a href="__nv_floorf.html#__nv_floorf">3.139.&nbsp;__nv_floorf</a></li>
 590                   <li><a href="__nv_fma.html#__nv_fma">3.140.&nbsp;__nv_fma</a></li>
 591                   <li><a href="__nv_fma_rd.html#__nv_fma_rd">3.141.&nbsp;__nv_fma_rd</a></li>
 592                   <li><a href="__nv_fma_rn.html#__nv_fma_rn">3.142.&nbsp;__nv_fma_rn</a></li>
 593                   <li><a href="__nv_fma_ru.html#__nv_fma_ru">3.143.&nbsp;__nv_fma_ru</a></li>
 594                   <li><a href="__nv_fma_rz.html#__nv_fma_rz">3.144.&nbsp;__nv_fma_rz</a></li>
 595                   <li><a href="__nv_fmaf.html#__nv_fmaf">3.145.&nbsp;__nv_fmaf</a></li>
 596                   <li><a href="__nv_fmaf_rd.html#__nv_fmaf_rd">3.146.&nbsp;__nv_fmaf_rd</a></li>
 597                   <li><a href="__nv_fmaf_rn.html#__nv_fmaf_rn">3.147.&nbsp;__nv_fmaf_rn</a></li>
 598                   <li><a href="__nv_fmaf_ru.html#__nv_fmaf_ru">3.148.&nbsp;__nv_fmaf_ru</a></li>
 599                   <li><a href="__nv_fmaf_rz.html#__nv_fmaf_rz">3.149.&nbsp;__nv_fmaf_rz</a></li>
 600                   <li><a href="__nv_fmax.html#__nv_fmax">3.150.&nbsp;__nv_fmax</a></li>
 601                   <li><a href="__nv_fmaxf.html#__nv_fmaxf">3.151.&nbsp;__nv_fmaxf</a></li>
 602                   <li><a href="__nv_fmin.html#__nv_fmin">3.152.&nbsp;__nv_fmin</a></li>
 603                   <li><a href="__nv_fminf.html#__nv_fminf">3.153.&nbsp;__nv_fminf</a></li>
 604                   <li><a href="__nv_fmod.html#__nv_fmod">3.154.&nbsp;__nv_fmod</a></li>
 605                   <li><a href="__nv_fmodf.html#__nv_fmodf">3.155.&nbsp;__nv_fmodf</a></li>
 606                   <li><a href="__nv_fmul_rd.html#__nv_fmul_rd">3.156.&nbsp;__nv_fmul_rd</a></li>
 607                   <li><a href="__nv_fmul_rn.html#__nv_fmul_rn">3.157.&nbsp;__nv_fmul_rn</a></li>
 608                   <li><a href="__nv_fmul_ru.html#__nv_fmul_ru">3.158.&nbsp;__nv_fmul_ru</a></li>
 609                   <li><a href="__nv_fmul_rz.html#__nv_fmul_rz">3.159.&nbsp;__nv_fmul_rz</a></li>
 610                   <li><a href="__nv_frcp_rd.html#__nv_frcp_rd">3.160.&nbsp;__nv_frcp_rd</a></li>
 611                   <li><a href="__nv_frcp_rn.html#__nv_frcp_rn">3.161.&nbsp;__nv_frcp_rn</a></li>
 612                   <li><a href="__nv_frcp_ru.html#__nv_frcp_ru">3.162.&nbsp;__nv_frcp_ru</a></li>
 613                   <li><a href="__nv_frcp_rz.html#__nv_frcp_rz">3.163.&nbsp;__nv_frcp_rz</a></li>
 614                   <li><a href="__nv_frexp.html#__nv_frexp">3.164.&nbsp;__nv_frexp</a></li>
 615                   <li><a href="__nv_frexpf.html#__nv_frexpf">3.165.&nbsp;__nv_frexpf</a></li>
 616                   <li><a href="__nv_frsqrt_rn.html#__nv_frsqrt_rn">3.166.&nbsp;__nv_frsqrt_rn</a></li>
 617                   <li><a href="__nv_fsqrt_rd.html#__nv_fsqrt_rd">3.167.&nbsp;__nv_fsqrt_rd</a></li>
 618                   <li><a href="__nv_fsqrt_rn.html#__nv_fsqrt_rn">3.168.&nbsp;__nv_fsqrt_rn</a></li>
 619                   <li><a href="__nv_fsqrt_ru.html#__nv_fsqrt_ru">3.169.&nbsp;__nv_fsqrt_ru</a></li>
 620                   <li><a href="__nv_fsqrt_rz.html#__nv_fsqrt_rz">3.170.&nbsp;__nv_fsqrt_rz</a></li>
 621                   <li><a href="__nv_fsub_rd.html#__nv_fsub_rd">3.171.&nbsp;__nv_fsub_rd</a></li>
 622                   <li><a href="__nv_fsub_rn.html#__nv_fsub_rn">3.172.&nbsp;__nv_fsub_rn</a></li>
 623                   <li><a href="__nv_fsub_ru.html#__nv_fsub_ru">3.173.&nbsp;__nv_fsub_ru</a></li>
 624                   <li><a href="__nv_fsub_rz.html#__nv_fsub_rz">3.174.&nbsp;__nv_fsub_rz</a></li>
 625                   <li><a href="__nv_hadd.html#__nv_hadd">3.175.&nbsp;__nv_hadd</a></li>
 626                   <li><a href="__nv_half2float.html#__nv_half2float">3.176.&nbsp;__nv_half2float</a></li>
 627                   <li><a href="__nv_hiloint2double.html#__nv_hiloint2double">3.177.&nbsp;__nv_hiloint2double</a></li>
 628                   <li><a href="__nv_hypot.html#__nv_hypot">3.178.&nbsp;__nv_hypot</a></li>
 629                   <li><a href="__nv_hypotf.html#__nv_hypotf">3.179.&nbsp;__nv_hypotf</a></li>
 630                   <li><a href="__nv_ilogb.html#__nv_ilogb">3.180.&nbsp;__nv_ilogb</a></li>
 631                   <li><a href="__nv_ilogbf.html#__nv_ilogbf">3.181.&nbsp;__nv_ilogbf</a></li>
 632                   <li><a href="__nv_int2double_rn.html#__nv_int2double_rn">3.182.&nbsp;__nv_int2double_rn</a></li>
 633                   <li><a href="__nv_int2float_rd.html#__nv_int2float_rd">3.183.&nbsp;__nv_int2float_rd</a></li>
 634                   <li><a href="__nv_int2float_rn.html#__nv_int2float_rn">3.184.&nbsp;__nv_int2float_rn</a></li>
 635                   <li><a href="__nv_int2float_ru.html#__nv_int2float_ru">3.185.&nbsp;__nv_int2float_ru</a></li>
 636                   <li><a href="__nv_int2float_rz.html#__nv_int2float_rz">3.186.&nbsp;__nv_int2float_rz</a></li>
 637                   <li><a href="__nv_int_as_float.html#__nv_int_as_float">3.187.&nbsp;__nv_int_as_float</a></li>
 638                   <li><a href="__nv_isfinited.html#__nv_isfinited">3.188.&nbsp;__nv_isfinited</a></li>
 639                   <li><a href="__nv_isinfd.html#__nv_isinfd">3.189.&nbsp;__nv_isinfd</a></li>
 640                   <li><a href="__nv_isinff.html#__nv_isinff">3.190.&nbsp;__nv_isinff</a></li>
 641                   <li><a href="__nv_isnand.html#__nv_isnand">3.191.&nbsp;__nv_isnand</a></li>
 642                   <li><a href="__nv_isnanf.html#__nv_isnanf">3.192.&nbsp;__nv_isnanf</a></li>
 643                   <li><a href="__nv_j0.html#__nv_j0">3.193.&nbsp;__nv_j0</a></li>
 644                   <li><a href="__nv_j0f.html#__nv_j0f">3.194.&nbsp;__nv_j0f</a></li>
 645                   <li><a href="__nv_j1.html#__nv_j1">3.195.&nbsp;__nv_j1</a></li>
 646                   <li><a href="__nv_j1f.html#__nv_j1f">3.196.&nbsp;__nv_j1f</a></li>
 647                   <li><a href="__nv_jn.html#__nv_jn">3.197.&nbsp;__nv_jn</a></li>
 648                   <li><a href="__nv_jnf.html#__nv_jnf">3.198.&nbsp;__nv_jnf</a></li>
 649                   <li><a href="__nv_ldexp.html#__nv_ldexp">3.199.&nbsp;__nv_ldexp</a></li>
 650                   <li><a href="__nv_ldexpf.html#__nv_ldexpf">3.200.&nbsp;__nv_ldexpf</a></li>
 651                   <li><a href="__nv_lgamma.html#__nv_lgamma">3.201.&nbsp;__nv_lgamma</a></li>
 652                   <li><a href="__nv_lgammaf.html#__nv_lgammaf">3.202.&nbsp;__nv_lgammaf</a></li>
 653                   <li><a href="__nv_ll2double_rd.html#__nv_ll2double_rd">3.203.&nbsp;__nv_ll2double_rd</a></li>
 654                   <li><a href="__nv_ll2double_rn.html#__nv_ll2double_rn">3.204.&nbsp;__nv_ll2double_rn</a></li>
 655                   <li><a href="__nv_ll2double_ru.html#__nv_ll2double_ru">3.205.&nbsp;__nv_ll2double_ru</a></li>
 656                   <li><a href="__nv_ll2double_rz.html#__nv_ll2double_rz">3.206.&nbsp;__nv_ll2double_rz</a></li>
 657                   <li><a href="__nv_ll2float_rd.html#__nv_ll2float_rd">3.207.&nbsp;__nv_ll2float_rd</a></li>
 658                   <li><a href="__nv_ll2float_rn.html#__nv_ll2float_rn">3.208.&nbsp;__nv_ll2float_rn</a></li>
 659                   <li><a href="__nv_ll2float_ru.html#__nv_ll2float_ru">3.209.&nbsp;__nv_ll2float_ru</a></li>
 660                   <li><a href="__nv_ll2float_rz.html#__nv_ll2float_rz">3.210.&nbsp;__nv_ll2float_rz</a></li>
 661                   <li><a href="__nv_llabs.html#__nv_llabs">3.211.&nbsp;__nv_llabs</a></li>
 662                   <li><a href="__nv_llmax.html#__nv_llmax">3.212.&nbsp;__nv_llmax</a></li>
 663                   <li><a href="__nv_llmin.html#__nv_llmin">3.213.&nbsp;__nv_llmin</a></li>
 664                   <li><a href="__nv_llrint.html#__nv_llrint">3.214.&nbsp;__nv_llrint</a></li>
 665                   <li><a href="__nv_llrintf.html#__nv_llrintf">3.215.&nbsp;__nv_llrintf</a></li>
 666                   <li><a href="__nv_llround.html#__nv_llround">3.216.&nbsp;__nv_llround</a></li>
 667                   <li><a href="__nv_llroundf.html#__nv_llroundf">3.217.&nbsp;__nv_llroundf</a></li>
 668                   <li><a href="__nv_log.html#__nv_log">3.218.&nbsp;__nv_log</a></li>
 669                   <li><a href="__nv_log10.html#__nv_log10">3.219.&nbsp;__nv_log10</a></li>
 670                   <li><a href="__nv_log10f.html#__nv_log10f">3.220.&nbsp;__nv_log10f</a></li>
 671                   <li><a href="__nv_log1p.html#__nv_log1p">3.221.&nbsp;__nv_log1p</a></li>
 672                   <li><a href="__nv_log1pf.html#__nv_log1pf">3.222.&nbsp;__nv_log1pf</a></li>
 673                   <li><a href="__nv_log2.html#__nv_log2">3.223.&nbsp;__nv_log2</a></li>
 674                   <li><a href="__nv_log2f.html#__nv_log2f">3.224.&nbsp;__nv_log2f</a></li>
 675                   <li><a href="__nv_logb.html#__nv_logb">3.225.&nbsp;__nv_logb</a></li>
 676                   <li><a href="__nv_logbf.html#__nv_logbf">3.226.&nbsp;__nv_logbf</a></li>
 677                   <li><a href="__nv_logf.html#__nv_logf">3.227.&nbsp;__nv_logf</a></li>
 678                   <li><a href="__nv_longlong_as_double.html#__nv_longlong_as_double">3.228.&nbsp;__nv_longlong_as_double</a></li>
 679                   <li><a href="__nv_max.html#__nv_max">3.229.&nbsp;__nv_max</a></li>
 680                   <li><a href="__nv_min.html#__nv_min">3.230.&nbsp;__nv_min</a></li>
 681                   <li><a href="__nv_modf.html#__nv_modf">3.231.&nbsp;__nv_modf</a></li>
 682                   <li><a href="__nv_modff.html#__nv_modff">3.232.&nbsp;__nv_modff</a></li>
 683                   <li><a href="__nv_mul24.html#__nv_mul24">3.233.&nbsp;__nv_mul24</a></li>
 684                   <li><a href="__nv_mul64hi.html#__nv_mul64hi">3.234.&nbsp;__nv_mul64hi</a></li>
 685                   <li><a href="__nv_mulhi.html#__nv_mulhi">3.235.&nbsp;__nv_mulhi</a></li>
 686                   <li><a href="__nv_nan.html#__nv_nan">3.236.&nbsp;__nv_nan</a></li>
 687                   <li><a href="__nv_nanf.html#__nv_nanf">3.237.&nbsp;__nv_nanf</a></li>
 688                   <li><a href="__nv_nearbyint.html#__nv_nearbyint">3.238.&nbsp;__nv_nearbyint</a></li>
 689                   <li><a href="__nv_nearbyintf.html#__nv_nearbyintf">3.239.&nbsp;__nv_nearbyintf</a></li>
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 691                   <li><a href="__nv_nextafterf.html#__nv_nextafterf">3.241.&nbsp;__nv_nextafterf</a></li>
 692                   <li><a href="__nv_normcdf.html#__nv_normcdf">3.242.&nbsp;__nv_normcdf</a></li>
 693                   <li><a href="__nv_normcdff.html#__nv_normcdff">3.243.&nbsp;__nv_normcdff</a></li>
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 696                   <li><a href="__nv_popc.html#__nv_popc">3.246.&nbsp;__nv_popc</a></li>
 697                   <li><a href="__nv_popcll.html#__nv_popcll">3.247.&nbsp;__nv_popcll</a></li>
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 699                   <li><a href="__nv_powf.html#__nv_powf">3.249.&nbsp;__nv_powf</a></li>
 700                   <li><a href="__nv_powi.html#__nv_powi">3.250.&nbsp;__nv_powi</a></li>
 701                   <li><a href="__nv_powif.html#__nv_powif">3.251.&nbsp;__nv_powif</a></li>
 702                   <li><a href="__nv_rcbrt.html#__nv_rcbrt">3.252.&nbsp;__nv_rcbrt</a></li>
 703                   <li><a href="__nv_rcbrtf.html#__nv_rcbrtf">3.253.&nbsp;__nv_rcbrtf</a></li>
 704                   <li><a href="__nv_remainder.html#__nv_remainder">3.254.&nbsp;__nv_remainder</a></li>
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 706                   <li><a href="__nv_remquo.html#__nv_remquo">3.256.&nbsp;__nv_remquo</a></li>
 707                   <li><a href="__nv_remquof.html#__nv_remquof">3.257.&nbsp;__nv_remquof</a></li>
 708                   <li><a href="__nv_rhadd.html#__nv_rhadd">3.258.&nbsp;__nv_rhadd</a></li>
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 710                   <li><a href="__nv_rintf.html#__nv_rintf">3.260.&nbsp;__nv_rintf</a></li>
 711                   <li><a href="__nv_round.html#__nv_round">3.261.&nbsp;__nv_round</a></li>
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 714                   <li><a href="__nv_rsqrtf.html#__nv_rsqrtf">3.264.&nbsp;__nv_rsqrtf</a></li>
 715                   <li><a href="__nv_sad.html#__nv_sad">3.265.&nbsp;__nv_sad</a></li>
 716                   <li><a href="__nv_saturatef.html#__nv_saturatef">3.266.&nbsp;__nv_saturatef</a></li>
 717                   <li><a href="__nv_scalbn.html#__nv_scalbn">3.267.&nbsp;__nv_scalbn</a></li>
 718                   <li><a href="__nv_scalbnf.html#__nv_scalbnf">3.268.&nbsp;__nv_scalbnf</a></li>
 719                   <li><a href="__nv_signbitd.html#__nv_signbitd">3.269.&nbsp;__nv_signbitd</a></li>
 720                   <li><a href="__nv_signbitf.html#__nv_signbitf">3.270.&nbsp;__nv_signbitf</a></li>
 721                   <li><a href="__nv_sin.html#__nv_sin">3.271.&nbsp;__nv_sin</a></li>
 722                   <li><a href="__nv_sincos.html#__nv_sincos">3.272.&nbsp;__nv_sincos</a></li>
 723                   <li><a href="__nv_sincosf.html#__nv_sincosf">3.273.&nbsp;__nv_sincosf</a></li>
 724                   <li><a href="__nv_sincospi.html#__nv_sincospi">3.274.&nbsp;__nv_sincospi</a></li>
 725                   <li><a href="__nv_sincospif.html#__nv_sincospif">3.275.&nbsp;__nv_sincospif</a></li>
 726                   <li><a href="__nv_sinf.html#__nv_sinf">3.276.&nbsp;__nv_sinf</a></li>
 727                   <li><a href="__nv_sinh.html#__nv_sinh">3.277.&nbsp;__nv_sinh</a></li>
 728                   <li><a href="__nv_sinhf.html#__nv_sinhf">3.278.&nbsp;__nv_sinhf</a></li>
 729                   <li><a href="__nv_sinpi.html#__nv_sinpi">3.279.&nbsp;__nv_sinpi</a></li>
 730                   <li><a href="__nv_sinpif.html#__nv_sinpif">3.280.&nbsp;__nv_sinpif</a></li>
 731                   <li><a href="__nv_sqrt.html#__nv_sqrt">3.281.&nbsp;__nv_sqrt</a></li>
 732                   <li><a href="__nv_sqrtf.html#__nv_sqrtf">3.282.&nbsp;__nv_sqrtf</a></li>
 733                   <li><a href="__nv_tan.html#__nv_tan">3.283.&nbsp;__nv_tan</a></li>
 734                   <li><a href="__nv_tanf.html#__nv_tanf">3.284.&nbsp;__nv_tanf</a></li>
 735                   <li><a href="__nv_tanh.html#__nv_tanh">3.285.&nbsp;__nv_tanh</a></li>
 736                   <li><a href="__nv_tanhf.html#__nv_tanhf">3.286.&nbsp;__nv_tanhf</a></li>
 737                   <li><a href="__nv_tgamma.html#__nv_tgamma">3.287.&nbsp;__nv_tgamma</a></li>
 738                   <li><a href="__nv_tgammaf.html#__nv_tgammaf">3.288.&nbsp;__nv_tgammaf</a></li>
 739                   <li><a href="__nv_trunc.html#__nv_trunc">3.289.&nbsp;__nv_trunc</a></li>
 740                   <li><a href="__nv_truncf.html#__nv_truncf">3.290.&nbsp;__nv_truncf</a></li>
 741                   <li><a href="__nv_uhadd.html#__nv_uhadd">3.291.&nbsp;__nv_uhadd</a></li>
 742                   <li><a href="__nv_uint2double_rn.html#__nv_uint2double_rn">3.292.&nbsp;__nv_uint2double_rn</a></li>
 743                   <li><a href="__nv_uint2float_rd.html#__nv_uint2float_rd">3.293.&nbsp;__nv_uint2float_rd</a></li>
 744                   <li><a href="__nv_uint2float_rn.html#__nv_uint2float_rn">3.294.&nbsp;__nv_uint2float_rn</a></li>
 745                   <li><a href="__nv_uint2float_ru.html#__nv_uint2float_ru">3.295.&nbsp;__nv_uint2float_ru</a></li>
 746                   <li><a href="__nv_uint2float_rz.html#__nv_uint2float_rz">3.296.&nbsp;__nv_uint2float_rz</a></li>
 747                   <li><a href="__nv_ull2double_rd.html#__nv_ull2double_rd">3.297.&nbsp;__nv_ull2double_rd</a></li>
 748                   <li><a href="__nv_ull2double_rn.html#__nv_ull2double_rn">3.298.&nbsp;__nv_ull2double_rn</a></li>
 749                   <li><a href="__nv_ull2double_ru.html#__nv_ull2double_ru">3.299.&nbsp;__nv_ull2double_ru</a></li>
 750                   <li><a href="__nv_ull2double_rz.html#__nv_ull2double_rz">3.300.&nbsp;__nv_ull2double_rz</a></li>
 751                   <li><a href="__nv_ull2float_rd.html#__nv_ull2float_rd">3.301.&nbsp;__nv_ull2float_rd</a></li>
 752                   <li><a href="__nv_ull2float_rn.html#__nv_ull2float_rn">3.302.&nbsp;__nv_ull2float_rn</a></li>
 753                   <li><a href="__nv_ull2float_ru.html#__nv_ull2float_ru">3.303.&nbsp;__nv_ull2float_ru</a></li>
 754                   <li><a href="__nv_ull2float_rz.html#__nv_ull2float_rz">3.304.&nbsp;__nv_ull2float_rz</a></li>
 755                   <li><a href="__nv_ullmax.html#__nv_ullmax">3.305.&nbsp;__nv_ullmax</a></li>
 756                   <li><a href="__nv_ullmin.html#__nv_ullmin">3.306.&nbsp;__nv_ullmin</a></li>
 757                   <li><a href="__nv_umax.html#__nv_umax">3.307.&nbsp;__nv_umax</a></li>
 758                   <li><a href="__nv_umin.html#__nv_umin">3.308.&nbsp;__nv_umin</a></li>
 759                   <li><a href="__nv_umul24.html#__nv_umul24">3.309.&nbsp;__nv_umul24</a></li>
 760                   <li><a href="__nv_umul64hi.html#__nv_umul64hi">3.310.&nbsp;__nv_umul64hi</a></li>
 761                   <li><a href="__nv_umulhi.html#__nv_umulhi">3.311.&nbsp;__nv_umulhi</a></li>
 762                   <li><a href="__nv_urhadd.html#__nv_urhadd">3.312.&nbsp;__nv_urhadd</a></li>
 763                   <li><a href="__nv_usad.html#__nv_usad">3.313.&nbsp;__nv_usad</a></li>
 764                   <li><a href="__nv_y0.html#__nv_y0">3.314.&nbsp;__nv_y0</a></li>
 765                   <li><a href="__nv_y0f.html#__nv_y0f">3.315.&nbsp;__nv_y0f</a></li>
 766                   <li><a href="__nv_y1.html#__nv_y1">3.316.&nbsp;__nv_y1</a></li>
 767                   <li><a href="__nv_y1f.html#__nv_y1f">3.317.&nbsp;__nv_y1f</a></li>
 768                   <li><a href="__nv_yn.html#__nv_yn">3.318.&nbsp;__nv_yn</a></li>
 769                   <li><a href="__nv_ynf.html#__nv_ynf">3.319.&nbsp;__nv_ynf</a></li>
 770                </ul>
 771             </li>
 772             <li><a href="notices-header.html#notices-header">Notices</a><ul></ul>
 773             </li>
 774          </ul>
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