forked from lijiext/lammps
start documenting functions in the MathSpecial namespace
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@ -2,7 +2,7 @@
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DOXYFILE_ENCODING = UTF-8
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PROJECT_NAME = "LAMMPS Programmer's Guide"
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PROJECT_NUMBER = "24 August 2020"
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PROJECT_NUMBER = "4 May 2022"
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PROJECT_BRIEF = "Documentation of the LAMMPS library interface and Python wrapper"
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PROJECT_LOGO = lammps-logo.png
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CREATE_SUBDIRS = NO
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@ -437,6 +437,8 @@ INPUT = @LAMMPS_SOURCE_DIR@/utils.cpp \
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@LAMMPS_SOURCE_DIR@/math_eigen.h \
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@LAMMPS_SOURCE_DIR@/platform.h \
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@LAMMPS_SOURCE_DIR@/platform.cpp \
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@LAMMPS_SOURCE_DIR@/math_special.h \
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@LAMMPS_SOURCE_DIR@/math_special.cpp \
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# The EXCLUDE_SYMLINKS tag can be used to select whether or not files or
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# directories that are symbolic links (a Unix file system feature) are excluded
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@ -246,6 +246,23 @@ Customized standard functions
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---------------------------
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Special Math functions
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----------------------
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The ``MathSpecial`` namespace implements a selection of custom and optimized
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mathematical functions for a variety of applications.
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.. doxygenfunction:: factorial
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:project: progguide
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.. doxygenfunction:: exp2_x86
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:project: progguide
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.. doxygenfunction:: fm_exp
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:project: progguide
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---------------------------
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Tokenizer classes
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-----------------
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@ -706,6 +706,7 @@ static const double fm_exp2_p[] = {
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double MathSpecial::exp2_x86(double x)
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{
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#if defined(__BYTE_ORDER__) && (__BYTE_ORDER__ == __ORDER_LITTLE_ENDIAN__)
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double ipart, fpart, px, qx;
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udi_t epart;
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@ -726,6 +727,9 @@ double MathSpecial::exp2_x86(double x)
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x = 1.0 + 2.0*(px/(qx-px));
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return epart.f*x;
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#else
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return pow(2.0, x);
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#endif
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}
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double MathSpecial::fm_exp(double x)
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@ -20,20 +20,50 @@ namespace LAMMPS_NS {
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namespace MathSpecial {
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// tabulated factorial function
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/*! Fast tabulated factorial function
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*
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* This function looks up precomputed factorial values for arguments of n = 0
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* to a maximum of 167, which is the maximal value representable by a double
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* precision floating point number. For other values of n a NaN value is returned.
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*
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* \param n argument (valid: 0 <= n <= 167)
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* \return value of n! as double precision number or NaN */
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extern double factorial(const int);
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extern double factorial(const int n);
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/*! Fast implementation of 2^x without argument checks for little endian CPUs
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*
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* This function implements an optimized version of pow(2.0, x) that does not
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* check for valid arguments and thus may only be used where arguments are well
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* behaved. The implementation makes assumptions about the layout of double
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* precision floating point numbers in memory and thus will only work on little
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* endian CPUs. If little endian cannot be safely detected, the result of
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* calling pow(2.0, x) will be returned. This function also is the basis for
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* the fast exponential fm_exp(x).
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*
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* \param x argument
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* \return value of 2^x as double precision number */
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extern double exp2_x86(double x);
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/*! Fast implementation of exp(x) for little endian CPUs
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*
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* This function implements an optimized version of exp(x) for little endian CPUs.
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* It calls the exp2_x86(x) function with a suitable prefactor to x to return exp(x).
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* The implementation makes assumptions about the layout of double
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* precision floating point numbers in memory and thus will only work on little
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* endian CPUs. If little endian cannot be safely detected, the result of
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* calling the exp(x) implementation in the libm math library will be returned.
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*
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* \param x argument
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* \return value of e^x as double precision number */
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extern double fm_exp(double x);
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// support function for scaled error function complement
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extern double erfcx_y100(const double y100);
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// fast 2**x function without argument checks for little endian CPUs
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extern double exp2_x86(double x);
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// fast e**x function for little endian CPUs, falls back to libc on other platforms
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extern double fm_exp(double x);
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// scaled error function complement exp(x*x)*erfc(x) for coul/long styles
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static inline double my_erfcx(const double x)
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