• 검색 결과가 없습니다.

bŽê J[êGÞZ¾ ÿò~šºÞZ*

N/A
N/A
Protected

Academic year: 2022

Share "bŽê J[êGÞZ¾ ÿò~šºÞZ*"

Copied!
3
0
0

로드 중.... (전체 텍스트 보기)

전체 글

(1)

Demo

333! 3RO\PHU6FLHQFHDQG7HFKQRORJ\!Wpm/!25-!Op/!3-!Bqsjm!3114!



F&j^# ®*š# "‰# # +>,^# ’Šš# Ž~1# öæ# ›«# µò# # ޖ# žrö# úւZš# ²b~š#

JŠ# ~# bkj# šö# Bš# 7²N# .2Ú# bò# fkOò# ³# š«Þ# µ.# WJš# "~1# Š# #

Ê~1##

# # Ê.# z*Ú# &# šÂ# `~1# ~f# # ò# ÿwËzj# ö# Êj.# –ó*ò# Fª/#

Š*ò# ›ª/# †ÊòZ# ä.# kê# ‹–# ³Ú# ïC# ~N"N¶/# Râò&# z# ö"~Ú# JF# fޖ# ²#

"^÷#†Êj#Æzò.#~1#

#

 Fkloguhq#ri#Wkdolgrplgh# 

#

Eloo|# Mrho.# ’# š²š# "~1# ›j# Howrq# Mrkq# # "~# ’n# Mrho# "~z# úf# F+# µ .#š²~1##š²š##2#«j#³Zh#Glgq*w#Vwduw#wkh#Iluh´.#{#"./##2.#4<7<Þ#^#

žšFò# nh|# zrug# —# 2Žö# _Sö# šFö# ºò~1# 2# ~Ö# šÞ# .~# j# ^Z# º#

æZf#Þ[#ö#¶#;Zj.#ڊ’®Nš#Ê–b#äÞ¶#¢#Þ~1##

#2.#šC#~N^#Qruwk#Nruhd/#Vrxwk#Nruhd/#ªÒª#‹#JFÚ#šÂ¶#&Fš#~Fz/#bNJ#Fö/#

–Ú2/# v‚/#¶>#²/#†ZN#f^žæZ#‹?¶#ö–ò#‡Fš#³³#Z2š.#Ê#z~1##2ò#

«ž~j#+¯ï#·#7#63¢ò#2#šN#5#43¢#,#³Fkloguhq#ri#Wkdolgrplgh´.#j#2Â~1##

bF^bv# Þ~1# 4<83ޚ# jj¶# 4<:3ޚæZ# Bê# 49/333ò# Þʚ# Ú# ®–# ~Fö/# ª.#

~F#+vhdo0olnh#olpev,¶.#öžÞ#FCò/##Þ~Þ#®ö#µbF^bv#Þ~¶z#&#²b~1#

Š# Fóò# jÚ# vÞò# ®~Fš# wÊ2# öÒ# *# æ/# ’# ®~Fj# ›“ö# ›+Þ# £–.# é

ž#wÊZ#äòÊ#æÒ~1#®ö#µbF^bv¶.##æÒb~1##

bF^bv.# _ò# ö# ¶&Fš# 4<86Þ# Ëö# Öö/# 4<8:Þ# 43nÊ# ª~j# ~Nš# ö&# 79

¶# 2j¶# ††# šZ# ["Öö# vª²b~1# # Ú# j2# ²¶/# ^¯¶# C^ö# ª~²b./# S#  Jò# –# +pruqlqj# vlfnqhvv,# "7j# [nö# B–š# "b~1# &~š# # Ú# ¬# ’z/# h# ÓN

^#S^ö#+C# `N#‚Êžj# ^G2&#®¾2®~1#Þ#¶¶ö#_# &F.#~6ò# 73(š### ï

bÞ#¯^š~1##

¶.# # # «óËbN# °.~.# 

b~1# U0wkdolgrplgh.# ^¯B–# 2Z NZf#V0wkdolgrplgh.#böN#¢šò# w ËÞ# O¶ò.# +CÞ# ò./# ’jö# vÞ j&.# ζN# +CÞ# Ö>.# _“Ö#

~1##

~    

# í# äì # +4,#





bŽê J[êGÞZ¾ ÿò~šºÞZ*

U0Wkdolgrplgh# # V0Wkdolgrplgh#

+dfwlyh,#

(2)

Š.:¦¦!ÚÊ!!¬!25!í!3!;!3114Ä!5C! ! 334!

4<<5Þ# IGDò# J¯j# Ê# .2Ú# Š# ># +fkludo,# ò"ò# ËbN# Fò^÷# ²N"z# ’j#

Ê# šÂŠ^# ö¶ö/# # î# §# Š# ¯Þ# æòî# Ö¶# ³Ú# ÞÊ~# vN2.# Þ# cÞ# ²#

"bÞ#~1#

’# j^# # Ú# Ò# öö# ~1# sÖj# ò# +CÞ# vrö# J–# ÞΊ# +C# ¶F²Z# äò

~1#’Fz#ª#sÖj*#²¶ò#B–^#2Z2Z#äò~1#Öú#F&–#~rC#s֖.#^Š#~:Zf#

&j*#NbNbö#+C#".#/#Š#ŽÊ#vÒ#öö##®ö#bF^bvš~1##

#

  +S¿ ƒ  ·£/ 

#

–ö#º—Þ#«†Öö#bF^bvš#º'›#Ê#æz#"bò#4<93Þ#_ò#¶&F.#’Nò#

ª~# ž# IGDò#SÞ#.G"~1#f3# º—j¶#h# ®Fz#".## #Ò¶š#`Þ#Öö# w›

ö# IGDò# šF~Ú# # Þ# ­# ~NÂ# †Ë# "Fj# Iudqfhv# Nhovh|# ¯Fj&# {V~1# ’Š# ¢v#

¯F.# ~# F&~ò# ¢[Þ# z# # ò# Sj# z«Þ# Ê"~1# ’Ú.# ÖÖö# †Ëbz/# &~š# zÒ

bò#~1##

¶&Fò# ï¿j^# "òz# ¢v# ¯F.# ò# +Cj# šö# *fš#  ò~.# ºö# ò# SÞ#

’²~1#’Úò#Š#zkj.#’#[ö#sÖ~r#J–š#ö#EÞ#"~1##

³sÖj*# ÞÎ# B–š# `.# F&j*# ²¶~1# ’¡~# sÖj&# ÞΊ# öN# +C# `~z# F

&j&^#’Ž#z#?Ž#ú#²#".šB´##

Ò&#~1#’†.#F#bF^bvj#šö#böN#[#J–~#Žz²b~1#4<94Þ#5n/#bF^b

v# ?Ê# Cö# ò*~j&¶# *# ‹2# šJ# +C# "~.# Žzš# 2î~1# ’# º.# Þb# ’# #

zW^j#[Þ#º¶òÊ#æÒ##³~.#Žzš~1##ŽzfÖö^#ò#SÚ# ~&#²N#Ò./#

³Ú# 44n# bF^bv# Cö# J~öÊ# ʯޚ# 6J²b~.# J¯›# Žzš# 2î~1# !# †#

^/#_#&F.#*^¶#S.GÞ#:&"~1##^#¦b–#ïvî#¶ö#ž#Ò^#Bz#2j¶#b F^bvò# ª~š# ¢Z²b~1# ¦b–# ïvîš# ÎB# ºö# ^'# ’# ò# *ºöN# ª~# bCò.

Z.#B:Zf/#ö–#~N##ª#~#Ò¶#Ö>z#"~1{ ##

Â# º—# f# # ².# ʯÞö# ~íz# "Þ# æ# ’jº# ‚# 4:ò# bF^bv# Þʚ# vNFÞ# j

b~1# Ú# ž# ¢v# ¯Fò# b~1# 4<95Þ# :n# 48# µf‹Î# †>R¶.# ²6# # ²bÞ# Z^#

B.#ʯÞò#^wÞ#cÚ#¢v#¯F#;ò.#ÊF#4j#~b~1#ª##öö#¢v#¯F.#Ihg0 hudo#Flyloldq#Vhuylfh#öz[Þ#š¾®#šOÓÖöÊ#µò~#+-~,1##

~F# jóšö# ò.# zÒbÊj/# ’Fz# [š›Öö# ÖÖö# †ËbÊj# ¢v# ¯F.# # FóÞ# c Þ#²#"b~1#Bêš#2#zÒ#æò#*Ò#ZB~#Ò#%Ú#Ò[#º#²#"Þ##³~1##

(3)

335! 3RO\PHU6FLHQFHDQG7HFKQRORJ\!Wpm/!25-!Op/!3-!Bqsjm!3114!

  + 

##

#

# ^# F&~ò# ÊOj¶# bF^bv.# Ú# $šÒ# ®~1# ’†2# F^# Ú# Þbb~1# 4<98Þ# 

>rò# N*# òFš# Òÿkò*j&# bF^bv# Ɔö# J–# ò*ò# zO# ª&òz/# –7# šã òÖ# S# ò*š# R# :~# ²# "~.# Þ# ¶F"~1# bF^bvš# ÒÿkÞ# Ö>.# ¯æFÞÚ# f

ò&#’R#²#"~.#Þ#æÞR#b~1#Z¢Ú#Òÿkò#òf¶ö#SÞ#µò~1##

ªö# # # –7j# B–š# "~.# # ·šZ¶# š¢–/# –7j# ò# *[²z# N# ¾# [ò# ò fj# C²z# "~z# ò./# ‚¶ö# š¢–# N®# ζf¶# ºÕ# # Þ# ’# bæ# wÒæ# B:

~1#Öú#2ÃÞ#UÊ^# ~~1##

Vb# žÊ.# DLGVò# jz# KLY# ®†>j# òö# >+ò# òf/# ºÃî–# žWºîò# òfj^# C

²z#"~1#¡&#bF^bv.#FZZ#äz#Š#šŠ#bkò#òfj#2šö#C²z#"b./#ö

–j# N6# !# šZ# Fj# ò# # Ú# .2# «*Ê# ^G2&# :Fz# jò~1# # ®*^# vž# Ò¶#

B+~1##

.2#bF^bv.#¶5ò#žËÊ# xz#"~1## böN# žËÊò#[«›#v¶Ú#‚²îò# òfš~1#

’# æ&# +Dundqvdv,–ò# N*# kjj¶# ‚²wÂ^# ~Âö/# ÞΊ# w# `.# jÊ# ‚²î# ò*

j&# # Þ# Ɔö# J–# “›# B–# Žò~1# # Fښ# æ¾^# ^# žF.# ò# Bz# îò# òfj# bF

^bvš#vr²z#"~1#’†2#Žz¶#[#J–š#~#?’õÚ#Þb~1##ʚ#c#kò#Ҟ#Ž

z²Ê^# òZf/# [“²# ò*j*# S^ö# Zîš# `~.# Žz^# h~1# ¡&# ¶ö›# ò*j&¶# ¶ö›

# B–# Žz# "æj^# "òz# “›# ²žÞ# F.# hÚ# "òk# ò*~j&# bF^bv.# Z¢#

böN#wÖö#:Æ*~1##

Vb# ž# ’# QKNj¶.# # j# šö# SkÞ# Ã;"~1# # îò*~# # Þ# ïvî/# ¦b# ‹j

¶# š²¶# Cò†# Ò¶š# ²z# "Ê# æÒb~1# òFš# 2ÃÞ# â# –*# ª~š# *ºöN# ~# 2

j¶# F¾.# ~1# †ZN# ’# Nj¶# J2# ¶# ò.# ^# "b~1# µï¶Þ# J2# fz~.# &J# ~N

¾N^#Þ#J2#fz‚#&J#¢v¢Ò~1##

Š# FvæZ# &NZ*# ’ò# µbF^bv# Ö*~ò# B¶jº# # ò# ºO–# šF# :š# #

†z#¯j#¯¿#.òz#".#~¯~1##

’Š# bF^bvš# ¡&# «*Ê/# ¯j# «*Ê/# Â&# ¶# Ú# žš# ~# Šò# J–š~1# ’^#  JÖ#â~1##

~æÒ#+6ÒZ,j#^'#}#

+fkmohhCnlvw1uh1nu,#



참조

관련 문서

We have proposed the continuation method for the SNL problems to efficiently solve larger-sized SNL problems than the methods based on the SDP relaxation.. The SNL problem

For quadratic optimization problems, semidefinite programming (SDP) relaxation by Lasserre with relaxation order 1 for general polynomial optimization problems (POPs) is known

We then compare the perfor- mance of SFSDP with SDPA on larger 2-dimensional problems with 20000 sensors, 3- dimensional problems with 3000 to 5000 sensors,

In Sections 3.2 and 3.3, we propose to use the primal-dual interior-point method as a post-processing procedure of the acceler- ated bisection algorithm (Algorithm 3.2)

A smaller value of the starting relaxation order ω = ω max given by (17) for the sparse PSDP formulation (7) than the sparse POP formulation (3), as shown in Section 4, does

Abstract The positive semidefinite constraint for the variable matrix in semidefinite pro- gramming (SDP) relaxation is further relaxed by a finite number of second

Tracing paths in polyhedral homotopy continuation methods is implemented using predictor- corrector procedures, which involve solving linear systems with Jacobian matrices of

Numerical results in Section 5 show that the proposed method outperforms SFSDP for uniformly sparse EDGPs, and produces comparable results to DISCO for molecular