代码搜索：arithmetic
找到约 7,844 项符合「arithmetic」的源代码
代码结果 7,844
www.eeworm.com/read/427960/8908901
h poly2mod.h
/*
* C++ class to implement a polynomial type and to allow
* arithmetic on polynomials whose elements are from
* the finite field GF(2^m).
*
* WARNING: This class has been cobbled together
www.eeworm.com/read/427960/8908999
cpp poly2mod.cpp
/*
* C++ class to implement a polynomial type and to allow
* arithmetic on polynomials whose elements are from
* the finite field GF(2^m).
*
* WARNING: This class has been cobbled together
www.eeworm.com/read/279609/10410591
txt jjtree.txt
JJTree Examples
A collection of simple JJTree input files intended to illustrate some of the basic ideas. All of them are based on a grammar to recognize arithmetic expressions built out of identifie
www.eeworm.com/read/420885/10769462
h ecn.h
/*
* MIRACL C++ Header file ecn.h
*
* AUTHOR : M. Scott
*
* PURPOSE : Definition of class ECn (Arithmetic on an Elliptic Curve,
* mod n)
*
* NOTE : Mu
www.eeworm.com/read/349903/10785536
c mrmonty.c
/*
* MIRACL Montgomery's method for modular arithmetic without division.
* mrmonty.c
*
* Programs to implement Montgomery's method
* See "Modular Multiplication Without Trial Divisi
www.eeworm.com/read/349903/10785711
h poly2mod.h
/*
* C++ class to implement a polynomial type and to allow
* arithmetic on polynomials whose elements are from
* the finite field GF(2^m).
*
* WARNING: This class has been cobbled together
www.eeworm.com/read/349903/10785738
cpp poly2mod.cpp
/*
* C++ class to implement a polynomial type and to allow
* arithmetic on polynomials whose elements are from
* the finite field GF(2^m).
*
* WARNING: This class has been cobbled together
www.eeworm.com/read/165343/7143867
txt polynomialt.cc.txt
// polynomialT.C -- templatized polynomial arithmetic
// Todd Moon, with modifications due to Stewart Weber
// Copyright 2004 by Todd K. Moon
// Permission is granted to use this program/data
// for
www.eeworm.com/read/140245/13095150
tex dm_units.tex
\subsection{Types and Units}
All math in diskmodel is performed using integer arithmetic. Angles
identified as points on a circle divided into discrete units. Time is
represented as multiples of s