代码搜索:Infinity

找到约 1,499 项符合「Infinity」的源代码

代码结果 1,499
www.eeworm.com/read/367182/2850676

h huge_val.h

/* `HUGE_VAL' constants for IEEE 754 machines (where it is infinity). Used by and functions for overflow. SH version. Copyright (C) 1992, 95, 96, 97, 98, 99, 2000, 2004
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f90 module_nan.f90

! { dg-do run } ! { dg-options "-fno-range-check" } ! { dg-options "-fno-range-check -mieee" { target sh*-*-* } } ! ! PR fortran/34318 ! ! Infinity and NaN were not properly written to the .mod file.
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h huge_val.h

/* `HUGE_VAL' constant for IEEE 754 machines (where it is infinity). Used by and functions for overflow. ARM version. Copyright (C) 1992, 95, 96, 97, 98, 99, 2000, 2004
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cxx test_bignum.cxx

//: // \file // converted from COOL/test/test_BigNum.C by Peter Vanroose, 25 April 2002. #include #include // for vcl_numeric_limits::infinity() #ifndef
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txt templates2.txt

#-- Version 2 --# # templates for the BIFS nodes of v2 # ================================== # Notations I = Infinity # %q=x Quantization method x # 0 None # 1 3D Position (SFVec3F) # 2 2D Position
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txt templates3.txt

#-- Version 3 --# # templates for the BIFS nodes of v3 # ================================== # Notations I = Infinity # %q=x Quantization method x # 0 None # 1 3D Position (SFVec3F) # 2 2D Position
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cpp creatgraph.cpp

//CreatUDN.cpp //This function is to create MGraph # include # include # include # define INFINITY 1000 # define MAX_VERTEX_NUM 20 # define OK 1 typedef enu
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bas matrix.bas

Attribute VB_Name = "Matrix" Option Explicit Public Const PI = 3.14159265358979 Public Const INFINITY = 2147483647 Public Const m3Parallel = 0 Public Const m3Perspective = 1 Public Type Po
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m infnorm.m

function [Hinf,wmax] = infnorm(H) % [Hinf,fmax] = infnorm(H) Find the infinity norm of a z-domain transfer function. % Get a rough idea of the location of the maximum. N = 129; w = linspace(0,2*pi,N
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m infnorm.m

function [Hinf,wmax] = infnorm(H) % [Hinf,fmax] = infnorm(H) Find the infinity norm of a z-domain transfer function. % Get a rough idea of the location of the maximum. N = 129; w = linspace(0,2*pi,N