Results 21 to 30 of about 5,995,783 (336)
On the Freyd categories of an additive category [PDF]
Homology, Homotopy and Applications, 2000 zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Category of $A_{\infty}$-categories [PDF]
Homology, Homotopy and Applications, 2003 An \(A_\infty\)-algebra is an algebra for Stasheff's associahedra (non-symmetric) operad on chain complexes. An \(A_\infty\)-category is a several object version of this, although the name might better be used for the unital case. There is a straightforward concept of \(A_\infty\)-functor; and the author here defines natural \(A_\infty ...
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Unitization during Category Learning [PDF]
, 2000 Five experiments explored the question of whether new perceptual units can be developed if they are diagnostic for a category learning task, and if so, what are the constraints on this unitization process?
Goldstone, Robert Lee
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Quasi-hereditary twisted category algebras [PDF]
, 2013 We give a sufficient criterion for when a twisted finite category algebra over a field is quasi-hereditary, in terms of the partially ordered set of L-classes in the morphism set of the category.
Graham +15 more
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The Society of Orthodox Parishes of Petrograd and its Province (1920–1922): the Experience of Sobornost under Persecution [PDF]
Вестник Свято-Филаретовского институтаThis article is devoted to the history of the Society of Orthodox Parishes of Petrograd and its Province — a public organization registered by the Soviet government in 1920, which during its 18 months of existence united around 70 parishes of the ...
Goltsov, Nikita V.
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RECONSTRUCTION OF AGRICULTURAL LANDS [PDF]
Trakia Journal of Sciences, 2019 The recultivation of the agricultural land has the character of a planning event, inasmuch as its nature and normative justification corresponds to the established technological standard for carrying out such.
V. Velkovski
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The Equivariant Cobordism Category
, 2020 For a finite group $G$, we define an equivariant cobordism category $\mathcal{C}_d^G$. Objects of the category are $(d-1)$-dimensional closed smooth $G$-manifolds and morphisms are smooth $d$-dimensional equivariant cobordisms.
Galatius, Søren, Szűcs, Gergely
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Categorical Diversity-Aware Inner Product Search
IEEE Access, 2023 The problem of maximum inner product search (MIPS) is one of the most important components in machine learning systems. However, this problem does not care about diversity, although result diversification can improve user satisfaction.
Kohei Hirata +3 more
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Syntactic Monoids in a Category [PDF]
, 2015 The syntactic monoid of a language is generalized to the level of a symmetric monoidal closed category D. This allows for a uniform treatment of several notions of syntactic algebras known in the literature, including the syntactic monoids of Rabin and ...
Adamek, Jiri +2 more
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Evolution of Wikipedia's Category Structure [PDF]
, 2012 Wikipedia, as a social phenomenon of collaborative knowledge creating, has been studied extensively from various points of views. The category system of Wikipedia, introduced in 2004, has attracted relatively little attention.
Akdag Salah, Almila Alkim +4 more
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