Results 221 to 230 of about 275,299 (260)
Serendipity discrete complexes with enhanced regularity. [PDF]
CalcoloDi Pietro DA, Hanot M, Salah M, Salah M.
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Prediction of circRNA-Disease Associations via Graph Isomorphism Transformer and Dual-Stream Neural Predictor. [PDF]
BiomoleculesLi H, Qian Y, Sun Z, Zhu H.
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The American Journal of Psychology, 2014
Abstract Learning and transfer were investigated for a categorical structure that could be mapped without loss of information from 1 sensory modality to another. The category space was composed of 3 nonoverlapping, linearly separable categories whose members were structured, temporal events. Each stimulus was composed of a sequence of on–
Ryan, Ferguson, Donald, Homa
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Abstract Learning and transfer were investigated for a categorical structure that could be mapped without loss of information from 1 sensory modality to another. The category space was composed of 3 nonoverlapping, linearly separable categories whose members were structured, temporal events. Each stimulus was composed of a sequence of on–
Ryan, Ferguson, Donald, Homa
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Anti-Isomorphisms vs. Isomorphisms
Mathematics Magazine, 1971(1971). Anti-Isomorphisms vs. Isomorphisms. Mathematics Magazine: Vol. 44, No. 2, pp. 102-103.
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The Journal of Symbolic Logic, 2016
AbstractWe show that isomorphism is not a complete ${\rm{\Sigma }}_1^1$ equivalence relation even when restricted to the hyperarithmetic reals: If E1 denotes the ${\rm{\Sigma }}_1^1$ (even ${\rm{\Delta }}_1^1$) equivalence relation of [4] then for no Hyp function f do we have xEy iff f(x) is isomorphic to f(y) for all Hyp reals x,y.
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AbstractWe show that isomorphism is not a complete ${\rm{\Sigma }}_1^1$ equivalence relation even when restricted to the hyperarithmetic reals: If E1 denotes the ${\rm{\Sigma }}_1^1$ (even ${\rm{\Delta }}_1^1$) equivalence relation of [4] then for no Hyp function f do we have xEy iff f(x) is isomorphic to f(y) for all Hyp reals x,y.
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Design isomorphisms and group isomorphisms
Geometriae Dedicata, 1988If two 2-(v,3,2)-designs S, \(S'\) have ``important'' groups of automorphisms ``enough alike'' each ``good'' isomorphism of S to \(S'\) can be induced by a (permutation-) group isomorphism. The main result of the paper give a partial result according this idea in a geometrical setting. It is too involved to be quoted here, but it is used for example to
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Zeitschrift für Elektrochemie und angewandte physikalische Chemie, 1941
R. Klement, P. Dihn
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R. Klement, P. Dihn
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2013
In this chapter, the isomorphism application in graph theory is discussed. Various types of the isomorphism such as the automorphism and the homomorphism are introduced. The theorems and hints to reject or accept the isomorphism of graphs are the next section. In the some sections, knowledge about matrices may be necessary; if so, reading chapters one,
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In this chapter, the isomorphism application in graph theory is discussed. Various types of the isomorphism such as the automorphism and the homomorphism are introduced. The theorems and hints to reject or accept the isomorphism of graphs are the next section. In the some sections, knowledge about matrices may be necessary; if so, reading chapters one,
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