Atomic representation and algorithms for polytomous knowledge spaces. [PDF]
He Z.
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本稿では, 一列型BCn型Koornwinder多項式P(1r)(xla, b, c, dlq, t)と一列型BCn型単項対称多項式m(1r)(x)の間の遷移行列Cを具体的に求め, 一列型BCn型Koornwinder多項式の一列型BCn-1型Koornwinder多項式による分規則を記述する. 証明のために一列型Koornwinder多項式の退化隣接関係(degeneration scheme)を導入する. 一列型Koornwinder多項式の退化隣接関係とは, 一列型Koornwinder多項式のパラメタa, b, c, dを次のように1つずつ特殊化した多項式を考えることである: (a, b, c, d)→ (a, -a, c, d)→(a, -a, c, -c)→ (√tc, -√tc, c,
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From operant learning to arbitrarily applicable relational responding: a review of Machine Psychology with the non-axiomatic reasoning system. [PDF]
Johansson R, Hammer P.
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Quadratic Subproduct Systems, Free Products, and Their C*-Algebras. [PDF]
Arici F, Ge Y.
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Detection of protein symmetry and structural rearrangements using secondary structure elements. [PDF]
Lin R, Ahnert SE.
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Parallel Architecture: From Problems and Mysteries to Solutions and Explanations. [PDF]
Culicover PW, Varaschin G.
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Chen M, Su T, Cheng C, Cao Y, Wen B.
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Adjusted Kolmogorov Complexity of Binary Words with Empirical Entropy Normalization. [PDF]
Vidakovic B.
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The Polytope Formalism: application to molecular constitution and the prospect of a complete description of Chemical Space. [PDF]
Canfield PJ, Crossley MJ.
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Origins and Evolution of Imagination, From Australopithecus to Modern-Day Deep Learning. [PDF]
Sidhu KK, Roy R, D'Angiulli A.
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