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Model completeness for trivial, uncountably categorical theories of Morley rank one
uncountably categorical theories Model completeness
2015/9/28
The present paper is a direct continuation of [2], where it is shown that any strongly
minimal trivial theory is model complete after naming constants for a model. In this
paper we show that this re...
REGRESSION WITH AN ORDERED CATEGORICAL RESPONSE
Proportional odds Ordered categorical Non-parametric
2015/8/21
A survey on Mselenijoint disease in South Africa involved the scoring ofpelvic X-rays of women to measure osteoporosis. The scores were ordinal by construction and ranged from 0 to 12. It is standard ...
Non-commutative Hodge structures: Towards matching categorical and geometric examples
Non-commutative Hodge structures matching categorical geometric examples Algebraic Geometry
2011/9/9
Abstract: The subject of the present work is the "de Rham part" of non-commutative Hodge structures on the periodic cyclic homology of differential graded algebras and categories. We discuss explicit ...
A faithful linear-categorical action of the mapping class group of a surface with boundary
faithful linear-categorical action mapping class group surface with boundary
2011/1/18
We show that the action of the mapping class group on bordered Floer homology in the second to extremal spinc-structure is faithful. The paper is self-contained, and in particular does not assume any ...
In programming language semantics, it has proved to be fruitful to analyze context-dependent notions of computation, e.g.,
In programming language semantics, it has proved to be fruitful to analyze context-dependent notions of computation, e.g., dataflow computation and attribute grammars, using comonads.
Concrete Foundations for Categorical Quantum Physics
Concrete Foundations Categorical Quantum Physics
2011/3/4
An original presentation of Categorical Quantum Physics, in the line of Abramsky and Coecke [10], tries to introduce only objects and assumptions that are clearly relevant to Physics and does not assu...
Model theoretic internality provides conditions under which the group of automorphisms of a model over a reduct is itself a definable group. In this paper we formulate a categorical analogue of the co...
We examine the use of the mathematics of category theory in the description of quantum states
by tensor networks. This approach enables the development of a categorical framework allowing a
solution...
Polar decomposition unquestionably provides a notion of factorization in the category of Hilbert spaces. But it does not fit existing categorical notions, mainly because its factors are not closed und...
We prove that every many-sorted !-categorical theory is com-pletely interpretable in a one-sorted !-categorical theory. As an ap-plication, we give a short proof of the existence of non G–compact !-ca...
Complementarity in categorical quantum mechanics
Complementarity categorical quantum mechanics
2010/12/15
We relate notions of complementarity in three layers of quantum mechanics:(i) von Neumann algebras, (ii) Hilbert spaces, and (iii) orthomodular lattices.
In this paper we propose a new framework for Non-standard Analysis ([4]) in terms of category theory ([3],[1]).
Braiding for Categorical and Crossed Lie Algebras and Simplicial Lie Algebras
Simplicial Lie Algebra Categorical Lie Algebra Crossed Modul
2010/2/26
In this work, we give the notion of braiding for categorical Lie algebras and crossed modules of Lie algebras and we give an equivalence between them.
CATEGORICAL VARIABLES IN DEA1
Categorical variable DEA efficiency linear programming peer.
2014/6/27
If a DEA model has a mix of categorical and continuous variables a standard LP formulation can still be used by entering all combinations of categorical and continuous variables as different types of ...