代码搜索：continuous

找到约 2,697 项符合「continuous」的源代码

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names iris.names

| Machine readable .names file for MLC++ library. | Commented UC Irvine .names follows with machine readable info at end of file. | | ------ | | 1. Title: Iris Plants Database | | 2. Sources: |
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www.eeworm.com/read/176712/9487276

names labor-neg.names

|Date: Tue, 15 Nov 88 15:44:08 EST |From: stan |Message-Id: |To: aha@ICS.UCI.EDU | |1. Title: Final settlements in labor negotitions in Canadian
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www.eeworm.com/read/360995/10070108

m getfeattype.m

function [feattype,featrange] = getfeattype(x) %GETFEATTYPE Return the feature type (cont. or nominal) % % [FEATTYPE,FEATRANGE] = GETFEATTYPE(X) % % Get the feature types (continuous or nominal) of
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www.eeworm.com/read/358235/10193418

names labor-neg.names

|Date: Tue, 15 Nov 88 15:44:08 EST |From: stan |Message-Id: |To: aha@ICS.UCI.EDU | |1. Title: Final settlements in labor negotitions in Canadian
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www.eeworm.com/read/424063/10499945

m lqed.m

function [l,m,p,e] = lqed(a,g,c,q,r,Ts) %LQED Discrete linear quadratic estimator design from continuous % cost function. % [L,M,P,E] = LQED(A,G,C,Q,R,Ts) calculates the Kalman gain matrix
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m lqrd.m

function [k,s,e] = lqrd(a,b,q,r,nn,Ts) %LQRD Discrete linear quadratic regulator design from continuous % cost function. % [K,S,E] = LQRD(A,B,Q,R,Ts) calculates the optimal feedback gain
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m freqcp.m

function cp = freqcp(num,den,w,delay) % FREQCP Compute continuous bode of numerator/denominator matrices. % CP=FREQCP(NUM,DEN,W,DELAY) returns the continuous bode of the % numerators
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m cintegtr.m

function h=cintegtr(rt,w,T) % CINTEGTR Continuous-time integrator. (Utility Function) % CINTEGTR computes the frequency response of continuous-time % integrators/differentiators o
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m qcntbode.m

function cpl=qcntbode(cont,w,T) % QCNTBODE Controller frequency response. (Utility Function) % QCNTBODE computes the frequency response of a the elements stored % in a controller
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www.eeworm.com/read/145388/7125256

m ex3bvp.m

function ex3bvp %EX3BVP Example 3 of the BVP tutorial. % This is the example for D02KAF from the NAG library. D02KAF is a code % for Sturm-Liouville problems that takes advantage of special f
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