代码搜索：refinement
找到约 474 项符合「refinement」的源代码
代码结果 474
www.eeworm.com/read/464287/7166756
m c37.m
function [x,y,ier]=minqdef(c,G,A,b,eq,prt,xx);
R=chol(G);
[m,n]=size(A);
A0=A/R;
GG=A0*A0';
c0=R'\c;
cc=-b-A0*c0;
yo=inf+zeros(m,1);
yu=zeros(m,1);yu(eq)=-yo(eq);
[y,fct,ier]=minq(0,cc,GG,y
www.eeworm.com/read/460021/7258721
m example3_11.m
function [x,y,ier]=minqdef(c,G,A,b,eq,prt,xx);
R=chol(G);
[m,n]=size(A);
A0=A/R;
GG=A0*A0';
c0=R'\c;
cc=-b-A0*c0;
yo=inf+zeros(m,1);
yu=zeros(m,1);yu(eq)=-yo(eq);
[y,fct,ier]=minq(0,cc,GG,y
www.eeworm.com/read/458661/7291937
m mstripr.m
% mstripr.m - microstrip synthesis with refinement (calculates w/h from Z)
%
% Usage: [u,N] = mstripr(er,Z0,per)
% [u,N] = mstripr(er,Z0) (equivalent to per=0.2)
%
% er = relative per
www.eeworm.com/read/196479/8089104
txt snmpv2-conf.txt
SNMPv2-CONF DEFINITIONS ::= BEGIN
IMPORTS ObjectName, NotificationName, ObjectSyntax
FROM SNMPv2-SMI;
-- definitions for conformance groups
OBJ
www.eeworm.com/read/320625/13421144
html mainlocalreftest.html
COG 2.0: local refinement
COG 2.0: local refinement
Now, let's consider some local refinement possibilities.
#include "cog/coglib.hxx
www.eeworm.com/read/320625/13421198
html mainreftest.html
COG 2.0: refinement
next
COG 2.0: refinement
Now, let's consider how to create curved grids with coordinate
transformations. As an
www.eeworm.com/read/315751/13536896
m mstripr.m
% mstripr.m - microstrip synthesis with refinement (calculates w/h from Z)
%
% Usage: [u,N] = mstripr(er,Z0,per)
% [u,N] = mstripr(er,Z0) (equivalent to per=0.2)
%
% er = relative per
www.eeworm.com/read/303512/13813961
m mstripr.m
% mstripr.m - microstrip synthesis with refinement (calculates w/h from Z)
%
% Usage: [u,N] = mstripr(er,Z0,per)
% [u,N] = mstripr(er,Z0) (equivalent to per=0.2)
%
% er = relative per
www.eeworm.com/read/479933/6683919
txt snmpv2-conf.txt
SNMPv2-CONF DEFINITIONS ::= BEGIN
IMPORTS ObjectName, NotificationName, ObjectSyntax
FROM SNMPv2-SMI;
-- definitions for conformance groups
OBJ
www.eeworm.com/read/405263/11467281
m example3_11.m
function [x,y,ier]=minqdef(c,G,A,b,eq,prt,xx);
R=chol(G);
[m,n]=size(A);
A0=A/R;
GG=A0*A0';
c0=R'\c;
cc=-b-A0*c0;
yo=inf+zeros(m,1);
yu=zeros(m,1);yu(eq)=-yo(eq);
[y,fct,ier]=minq(0,cc,GG,y