<?xml version="1.0" encoding="utf-8"?><!DOCTYPE Zthes SYSTEM "http://zthes.z3950.org/schema/zthes-1.0.dtd">  <Zthes><term><termId>32052</termId><termName>TOPOLOGIA ALGÉBRICA</termName><termType>PT</termType><termLanguage>pt</termLanguage><termVocabulary>Vocabulário Controlado da USP</termVocabulary>	<termStatus>active</termStatus>	<termApproval>approved</termApproval>	<termSortkey>TOPOLOGIA ALGÉBRICA</termSortkey><termCreatedDate>TOPOLOGIA ALGÉBRICA</termCreatedDate><relation><relationType>BT</relationType><termId>20654</termId><termName>MATEMÁTICA</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>1108</termId><termName>ÁLGEBRAS DE STEENROD</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>6885</termId><termName>COHOMOLOGIA DAS VARIEDADES</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>6892</termId><termName>COHOMOLOGIA SINGULAR</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>7128</termId><termName>COMPLETAMENTO</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>7140</termId><termName>COMPLEXOS CELULARES</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>7142</termId><termName>COMPLEXOS SIMPLICIAIS</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>7644</termId><termName>CONJECTURA DE POINCARE</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>8942</termId><termName>CW-COMPLEXOS</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>10880</termId><termName>DUALIDADE EM TOPOLOGIA ALGÉBRICA</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>10878</termId><termName>DUALIDADE DE POINCARE</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>10879</termId><termName>DUALIDADE DE PONTRYAGIN</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>2198</termId><termName>APLICAÇÕES DE WHITNEY</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>10881</termId><termName>DUALIDADE EM VARIEDADES</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>12718</termId><termName>ESPAÇOS DE LAÇOS</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>12733</termId><termName>ESPAÇOS FIBRADOS</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>12739</termId><termName>ESPAÇOS LENTICULARES</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>12745</termId><termName>ESPAÇOS NILPOTENTES</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>13991</termId><termName>FEIXES</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>14139</termId><termName>FIBRADOS DE BANACH</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>14140</termId><termName>FIBRADOS VETORIAIS</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>16117</termId><termName>GRUPO FUNDAMENTAL</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>16135</termId><termName>GRUPOS DE HOMOTOPIA</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>4397</termId><termName>BRAIDS</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>16516</termId><termName>H-ESPAÇOS</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>16942</termId><termName>HOMOLOGIA</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>16944</termId><termName>HOMOLOGIA DOS ESPAÇOS LOCALMENTE CONVEXOS</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>16943</termId><termName>HOMOLOGIA DAS VARIEDADES</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>16945</termId><termName>HOMOLOGIA SIMPLICIAL</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>16946</termId><termName>HOMOLOGIA SINGULAR</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>16954</termId><termName>HOMOTOPIA</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>16955</termId><termName>HOMOTOPIA DE CECH</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>16956</termId><termName>HOMOTOPIA DE CURVAS</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>16957</termId><termName>HOMOTOPIA DE STEENROD</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>5295</termId><termName>CARACTERÍSTICA DE EULER</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>16958</termId><termName>HOMOTOPIA ESTÁVEL DOS GRUPOS CLÁSSICOS</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>16959</termId><termName>HOMOTOPIA RACIONAL</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>16960</termId><termName>HOMOTOPIA SIMPLICIAL</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>18419</termId><termName>INVARIANTES DE POSTNIKOV</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>18920</termId><termName>K-TEORIA</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>20013</termId><termName>LOCALIZAÇÃO (TOPOLOGIA ALGÉBRICA)</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>21465</termId><termName>MICROFIBRADOS</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>21800</termId><termName>MODELOS MINIMAIS</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>21823</termId><termName>MÓDULOS DE CLIFFORD</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>23604</termId><termName>ORIENTAÇÃO EM VARIEDADES</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>6474</termId><termName>CIRURGIA EM VARIEDADES</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>28589</termId><termName>RETRATOS (TOPOLOGIA ALGÉBRICA)</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>28622</termId><termName>REVESTIMENTOS (TOPOLOGIA ALGÉBRICA)</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>29414</termId><termName>SEMIALGÉBRICA</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>29517</termId><termName>SEQUÊNCIAS ESPECTRAIS</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>29518</termId><termName>SEQUÊNCIAS ESPECTRAIS DE ADAMS</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>31314</termId><termName>TEOREMA DA PERIODICIDADE DE BOTT</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>31315</termId><termName>TEOREMA DE ATIYAH-SINGER</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>31327</termId><termName>TEOREMA DO ÍNDICE DE ATIYAH-SINGER</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>31321</termId><termName>TEOREMA DE HUREWICZ</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>31322</termId><termName>TEOREMA DE LEFSCHETZ</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>6883</termId><termName>COHOMOLOGIA</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>31328</termId><termName>TEOREMA DO PONTO FIXO</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>31377</termId><termName>TEORIA DA OBSTRUÇÃO</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>31401</termId><termName>TEORIA DAS SUPERFÍCIES</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>31411</termId><termName>TEORIA DE GAUGE</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>31418</termId><termName>TEORIA DE PICARD-LEFSCHETZ</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>31438</termId><termName>TEORIA DO ÍNDICE</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>31458</termId><termName>TEORIA DOS NÓS</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>32054</termId><termName>TOPOLOGIA COMBINATÓRIA</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>32058</termId><termName>TOPOLOGIA DE SUBCONJUNTOS DO PLANO</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>32059</termId><termName>TOPOLOGIA DE SUPERFÍCIES</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>6891</termId><termName>COHOMOLOGIA DE INTERSEÇÃO</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>32063</termId><termName>TOPOLOGIA DO PLANO</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>33207</termId><termName>VARIEDADES DE GRASSMANN</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>33210</termId><termName>VARIEDADES DE STIEFEL</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>6888</termId><termName>COHOMOLOGIA DE GALOIS</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>12709</termId><termName>ESPAÇOS DE CONFIGURAÇÕES</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>6887</termId><termName>COHOMOLOGIA DE FIBRADOS</termName><termType>PT</termType></relation><relation><relationType>NT</relationType><termId>6890</termId><termName>COHOMOLOGIA DE GRUPOS ABELIANOS</termName><termType>PT</termType></relation></term>  </Zthes>