代码搜索:Probability

找到约 4,670 项符合「Probability」的源代码

代码结果 4,670
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m pd_swerling3.m

function pd = pd_swerling3 (nfa, np, snrbar) % This function is used to calculate the probability of detection % for Swerling 2 targets. format long snrbar = 10.0^(snrbar/10.); eps = 0.00000001;
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pl testfrp_tcp.pl

#!/usr/bin/perl -w use strict 'refs'; use strict 'subs'; if ($#ARGV != 2) { &usage; exit; } sub usage { print STDERR " usage: $0 \n"; exit; } my $targetRTT =
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tcl bound.tcl

# return number of drops necessary for probability prob given c and p proc drop_bound {prob c p type} { # equation not defined in these cases if {$p = 1} { return 0 } if {$c <
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tcl bound.tcl

# return number of drops necessary for probability prob given c and p proc drop_bound {prob c p type} { # equation not defined in these cases if {$p = 1} { return 0 } if {$c <
www.eeworm.com/read/273525/4204635

ihlp f_tden.ihlp

{* 30nov2004}{...} {phang} {cmd:tden(}{it:n}{cmd:,}{it:t}{cmd:)} returns the probability density function of Student's t distribution with {it:n} > 0 degrees of freedom.{p_end}
www.eeworm.com/read/440226/1799214

pl testfrp_tcp.pl

#!/usr/bin/perl -w use strict 'refs'; use strict 'subs'; if ($#ARGV != 2) { &usage; exit; } sub usage { print STDERR " usage: $0 \n"; exit; } my $targetRTT =
www.eeworm.com/read/429717/1946296

tcl bound.tcl

# return number of drops necessary for probability prob given c and p proc drop_bound {prob c p type} { # equation not defined in these cases if {$p = 1} { return 0 } if {$c <
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tcl bound.tcl

# return number of drops necessary for probability prob given c and p proc drop_bound {prob c p type} { # equation not defined in these cases if {$p = 1} { return 0 } if {$c <
www.eeworm.com/read/407072/2271014

hpp standardmixturepdf.hpp

#ifndef INDII_ML_AUX_STANDARDMIXTUREPDF_HPP #define INDII_ML_AUX_STANDARDMIXTUREPDF_HPP #include "MixturePdf.hpp" namespace indii { namespace ml { namespace aux { /** * Mixture probability de
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tcl bound.tcl

# return number of drops necessary for probability prob given c and p proc drop_bound {prob c p type} { # equation not defined in these cases if {$p = 1} { return 0 } if {$c <