An Extension of the Lefschetz Intersection Theory |
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... subcomplexes of K and K respec- tively such that K - L and K - L are in point to point corres- pondence with Mn and are concordantly oriented . b ) Denote the point set on K - L common to Cp and C1 by G ; to C , and F ( C1 ) by G1 ...
... subcomplexes of K and K respec- tively such that K - L and K - L are in point to point corres- pondence with Mn and are concordantly oriented . b ) Denote the point set on K - L common to Cp and C1 by G ; to C , and F ( C1 ) by G1 ...
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... subcomplexes Li ' , Ljk " the K- neighborhoods N , N ' , Njk and we bring about L'N ' Nj ' and Ljk " Njk " Njk " . α b ) Let hi , i = 1 , ... r represent any set of r distinct numbers , positive integers or zero . We shall consider the ...
... subcomplexes Li ' , Ljk " the K- neighborhoods N , N ' , Njk and we bring about L'N ' Nj ' and Ljk " Njk " Njk " . α b ) Let hi , i = 1 , ... r represent any set of r distinct numbers , positive integers or zero . We shall consider the ...
Common terms and phrases
1.h.f. about G another's boundaries approximations ARBITRARY CHAINS boundaries on K-L boundary relation C₁ call the point cells chains Cp chains not meeting concordantly oriented Cp and C₁ Cp and Ca Cp F Cq Cp.F(Cq Cp₁ Cp₂ Cq on K-L cycles mod cycles on K-L d₁ Definition deformation chains Denote distance on K-N dual of K-L F Cp F(C₁ F(Cp F(Cp.Cq F(Cpk F(Cq families of cycles G to K-N G+ G₂ G₁ h. f. mod h. f. on K-L homologous Hẞ infinite sequence KB-L L₁ L₂ Lefschetz intersection theory manifold meeting one another's mesh of K mesh of KY mod L mod N+N N₁ N₂ Pj-1 Pr point set common PRINCIPAL THEOREM respectively singular chains subcomplexes Topology Us-1 mod α α α κα αγ αβ βγ Διαγ κα α κα αγ καγ