代码搜索:Calculation

找到约 2,005 项符合「Calculation」的源代码

代码结果 2,005
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vhd prefixandorcendaround.vhd

------------------------------------------------------------------------------- -- Title : Parallel-prefix AND-OR structure for end-around carry -- Project : VHDL Library of Arithmetic Units
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vhd prefixandorcendaround.vhd

------------------------------------------------------------------------------- -- Title : Parallel-prefix AND-OR structure for end-around carry -- Project : VHDL Library of Arithmetic Units
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m lab2.m

close all; SNR_db=[15,20,25]; N_symbols = 10000; % Number of symbols in the calculation M=32; N_samples_per_symbol=8; %genere donn閑s dans l,alphabet M-aire x=randsrc(N_symbols,1,0:M-1); y=qammo
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kp menu.kp

/-------------------------------------------------\\ |................. K-point menu ..................| \\-------------------------------------------------/ 0. BULK calculation NEW
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asm fftspx_h.asm

* ============================================================================ * * * * TEXAS INSTRUMENTS, INC.
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vhd prefixandorcendaround.vhd

------------------------------------------------------------------------------- -- Title : Parallel-prefix AND-OR structure for end-around carry -- Project : VHDL Library of Arithmetic Units
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vhd prefixandorcendaround.vhd

------------------------------------------------------------------------------- -- Title : Parallel-prefix AND-OR structure for end-around carry -- Project : VHDL Library of Arithmetic Units
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vhd prefixandorcendaround.vhd

------------------------------------------------------------------------------- -- Title : Parallel-prefix AND-OR structure for end-around carry -- Project : VHDL Library of Arithmetic Units
www.eeworm.com/read/343762/11928701

m flag_implicit_samplerate.m

function DIM=flag_implicit_samplerate(i) % The use of FLAG_IMPLICIT_SAMPLERATE is in experimental state. % FLAG_IMPLICIT_SAMPLERATE might even become obsolete. % Do not use it. % FLAG_IMPLICIT_SAMP
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m ga_fpeak.m

function PI=GA_fpeak(chro) global MUL_factor MIN_offset x=chro(1); y=chro(2); PI = 3*(1-x).^2.*exp(-(x.^2) - (y+1).^2) ... - 10*(x/5 - x.^3 - y.^5).*exp(-x.^2-y.^2) ... - 1/3*exp(-(x+1