St. Petersburg Mathematical Journal, 17. cilt,1-551. sayfalarAmerican Mathematical Society, 2006 |
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8 sonuçtan 1-3 arası sonuçlar
Sayfa 445
... graph J ( n , m ) is defined on the set of m - element subsets of a given n- element set X , and two m - element subsets a and b are adjacent if | ab | = m 1. A quotient Johnson graph Jo ... GRAPHS WITH STRONGLY REGULAR μ - SUBGRAPHS 445.
... graph J ( n , m ) is defined on the set of m - element subsets of a given n- element set X , and two m - element subsets a and b are adjacent if | ab | = m 1. A quotient Johnson graph Jo ... GRAPHS WITH STRONGLY REGULAR μ - SUBGRAPHS 445.
Sayfa 447
... GRAPHS In what follows , I is a completely regular locally GQ ( s , t ) graph in which every μ- subgraph is isomorphic to a known strongly regular graph A. Then k = ( s + 1 ) ( st + 1 ) and As ( t + 1 ) . Let A = [ a ] [ b ] . We note ...
... GRAPHS In what follows , I is a completely regular locally GQ ( s , t ) graph in which every μ- subgraph is isomorphic to a known strongly regular graph A. Then k = ( s + 1 ) ( st + 1 ) and As ( t + 1 ) . Let A = [ a ] [ b ] . We note ...
Sayfa 450
... graph , then I is not strongly regular . - Proof . Let A be a Clebsch graph , and let I be a strongly regular graph with the smallest eigenvalue -m . By Lemma 1.3 , the number m 1 divides 4s2 and μ 16 +2+ ( m1 ) - 4s2 / ( m − 1 ) . X ...
... graph , then I is not strongly regular . - Proof . Let A be a Clebsch graph , and let I be a strongly regular graph with the smallest eigenvalue -m . By Lemma 1.3 , the number m 1 divides 4s2 and μ 16 +2+ ( m1 ) - 4s2 / ( m − 1 ) . X ...
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Антипов М А Генералов А И Конечная порожденность алгебр | 1 |
A Antipov and A I Generalov The Yoneda algebras of symmetric special | 377 |
of index issues of Mathematical Reviews | 379 |
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