代码搜索：Integration

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txt readme1st.txt

README FIRST for XFFT16 16-point, 16-bit Complex FFT Contains: xfft16ngo.zip: NGO files for FFT implementation with instructions for Foundation schem
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www.eeworm.com/read/123211/14642396

m quadndg.m

function int = quadndg(fun,xlow,xhigh,tol) %usage: int = quadndg('Fun',xlow,xhigh) %or % int = quadndg('Fun',xlow,xhigh,tol) % %This function is similar to QUAD or QUAD8 for n-dimensional inte
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www.eeworm.com/read/123211/14642416

m cquadnd.m

function nvol = cquadnd (fun,lowerlim,upperlim,nquad) %usage: nvol = cquadnd (fun,lowerlim,upperlim,nquad); % n -- number of dimensions to integrate % nvol -- value of the n-dimensional integral % fu
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www.eeworm.com/read/123211/14642421

m gquadnd.m

function nvol = gquadnd (fun,lowerlim,upperlim,nquad) %usage: nvol = gquadnd (fun,lowerlim,upperlim,nquad); % n -- number of dimensions to integrate % nvol -- value of the n-dimensional integral % fu
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www.eeworm.com/read/121690/14741756

todo

TODO ASAP: ~ Implement "cancel" functionality for build tools. *** DONE *** ~ Create a way to "jump" to a specific line # in a file. ~ Implement "Find". *** DONE *** ~ Add file nav shortcuts Ctr
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www.eeworm.com/read/119790/14821359

htm connect the enterprise with the jca, part 1.htm

Connect the enterpris
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www.eeworm.com/read/117859/14901868

m integ2d.m

function som=integ2d(mat,x,y); %INTEG2D Approximate 2-D integral. % SOM=INTEG2D(MAT,X,Y) approximates the 2-D integral of % matrix MAT according to abscissa X and ordinate Y. % % MAT : MxN matrix to
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www.eeworm.com/read/117323/14930929

changes

Changes 2.8.12 -------------- From: Tobi + Hoorelbeke Rik - make -M and -r work in indexmaker From: Levente Nagy - hungarian translation From: Peter G
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www.eeworm.com/read/215709/15051725

m integ2d.m

function som=integ2d(mat,x,y); %INTEG2D Approximate 2-D integral. % SOM=INTEG2D(MAT,X,Y) approximates the 2-D integral of % matrix MAT according to abscissa X and ordinate Y. % % MAT : MxN matrix to
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www.eeworm.com/read/212047/15167911

authors

Mark Galassi (rosalia@lanl.gov) - overall design, simulated annealing Jim Davies (jimmyd@nis.lanl.gov) - statistics library James Theiler (jt@nis.lanl.gov) - random number generators Brian Gough (bjg@
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