Results 61 to 70 of about 791 (171)
, 2022 International audienceIn discrete signal and image processing, many dilations and erosions can be written as the max-plus and min-plus product of a matrix on a vector.
Bloch, Isabelle +3 more
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Extranatural transformations, adjunctions of two variables and conjugation [PDF]
Adjunctions of two variables generalize the relationship between tensor product and the internal hom functor in a closed monoidal category. For a pair of ordinary adjunctions $(F\dashv U, F\u27\dashv U\u27)$ conjugation relates natural transformations of
Willerton, Simon
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Monad-like structures in 2-categories and soft adjunctions
, 1989 One of the fundamental concepts of ordinary category theory is that of an adjunction. There are analogous notions in 2-category theory one of which is the "soft adjunction" of this thesis. In order to construct examples which exhibit the full generality
Stone, Peter
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The potential of point-of-care diagnostics to optimise prehospital trauma triage: a systematic review of literature. [PDF]
Eur J Trauma Emerg Surg, 2023 Stojek L +4 more
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On lax transformations, adjunctions, and monads in (∞,2)-categories
, 2021 We use the basic expected properties of the Gray tensor product of (∞, 2)-categories to study (co)lax natural transformations. Using results of Riehl–Verity and Zaganidis we identify lax transformations between adjunctions and monads with commutative ...
Haugseng, Rune
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A comparative observational study on intrasphincteric injections with Botulinum toxin vs. enteral neuromodulation in chronic refractory constipation. [PDF]
BMC Pediatr, 2023 Walther M +5 more
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How to Get Consistently Good Results in Cleft Lip Repair. [PDF]
Plast Reconstr Surg Glob Open, 2021 Kamel GN +4 more
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Applications of Bioadhesives: A Mini Review. [PDF]
Front Bioeng Biotechnol, 2021 Duan W, Bian X, Bu Y.
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Frobenius algebras and ambidextrous adjunctions
, 2008 . In this paper we explain the relationship between Frobenius objects inmonoidal categories and adjunctions in 2-categories. Specifically, we show that every Frobenius object in a monoidal category M arises from an ambijunction (simultaneousleft and ...
Aaron D. Lauda
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