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www.eeworm.com/read/414357/11119072

m nndao.m

function yprime = nndao(t,y) %NNDAO Calculates derivative for orienting subsystem of ART network % % NNDAO(t,y) % t - Current time % y - Current output % Returns dy. % $Revision: 1.7
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m nndhopi.m

function yprime = nndhopi(t,y) %NNDHOPI Calculates the derivative for sample Hopfield network % % NNDHOPI(t,y) % t - Current time % y - Current output % Returns dy % Copyright 1994-2002 P
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m nndshunt.m

function yprime = nndshunt(t,y) %NNDSHUNT Calculates the derivative for a shunting network % % NNDSHUNT(T,Y) % T - Time % Y - State % Returns dY. % $Revision: 1.6 $ % Copyright 1994-
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m nncallbk.m

function y = nncallbk(demo,command) %NNCALLBK Neural Network Design utility function. % NNCALLBK(DEMO,COMMAND) % DEMO - Name of demo. % COMMAND - Command. % Returns string of form: DEMO('CO
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m nnpause.m

function nnpause(delay) %NNPAUSE A Neural Network Design utility function. % $Revision: 1.6 $ % Copyright 1994-2002 PWS Publishing Company and The MathWorks, Inc. % First Version, 8-31-95. %=
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m factorial.m

% FACTORIAL 奒忔娭悢 % % FACTORIAL(N) 偼丄1偐傜 N 傑偱偺偡傋偰偺惍悢偺愊偱丄偡側傢偪 prod(1:N) % 偱偡丅N偑N師尦峴楍偺偲偒丄FACTORIAL(N)偼丄N偺奺梫慺偵懳偡傞奒忔偱偡丅 % 攞惛搙悢偼栺15寘側偺偱丄摎偊偼 N < = 21 偵懳偟偰偺傒惓妋偱偡丅 % 偦傟傛傝戝偒偄 N 偵懳偟偰偼丄摎偊偼惓偟偄僒僀僘傪傕偪丄嵟弶偺1 ...
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m erfc.m

% ERFC 憡曗岆嵎娭悢 % % Y = ERFC(X) 偼丄X 偺奺梫慺偺憡曗岆嵎娭悢傪弌椡偟傑偡丅憡曗岆嵎娭悢偼丄 % 偮偓偺傛偆偵掕媊偝傟傑偡丅 % % erfc(x) = 2/sqrt(pi) * dt偺 x 偐傜exp(-t^2)傑偱偺愊暘 % = 1 - erf(x). % % 嶲峫 ERF, ERFCX, ERFINV. %
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m betaln.m

% BETALN beta娭悢偺懳悢 % % Y = BETALN(Z,W) 偼丄Z 偲 W 偺 懳墳偡傞梫慺偵懳偟偰丄beta娭悢偺帺慠懳悢 % 傪寁嶼偟傑偡丅攝楍 Z 偲W 偼丄摨偠僒僀僘偱側偗傟偽側傝傑偣傫(傑偨偼丄 % 偄偢傟偐偑僗僇儔偱傕峔偄傑偣傫)丅BETALN 偼丄偮偓偺傛偆偵掕媊偝傟傑偡丅 % % BETALN = LOG(BETA(Z,W)) %
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m contents.m

% 摿庩悢妛娭悢 % % 摿庩悢妛娭悢 % airy - Airy娭悢 % besselj - 戞1庬Bessel娭悢 % bessely - 戞2庬Bessel娭悢 % besselh - 戞3庬Bessel娭悢(Hankel娭悢) % besseli - 戞1庬廋惓Bessel娭悢 % besselk - 戞2庬廋惓Bess
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m bessel.m

% BESSEL 庬乆偺Bessel娭悢 % % Bessel娭悢偼丄師悢NU偺Bessel旝暘曽掱幃偺夝偱偡丅 % 2 2 2 % x * y'' + x * y' + (x - nu ) * y = 0 % % Bessel曽掱幃偺夝傪媮傔傞偨傔偺丄庬乆偺娭悢偑偁傝傑偡丅 % % BE