Idempotent (Asymptotic) Mathematics and the Representation Theory [PDF]
, 2002 10 ...
G. Litvinov, V. Maslov, G. Shpiz
semanticscholar +6 more sources
Gendered study choice: a literature review. A review of theory and research into the unequal representation of male and female students in mathematics, science, and technology [PDF]
, 2013 This article presents an overview of the recent literature on gendered patterns of academic choice in mathematics, science, and technology. It distinguishes in this literature micro-level, macro-level, and institutional explanations.
D. Yazilitas +3 more
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A new mathematical representation of Game Theory, I
, 2004 26 pages, 3 figs, a long paper filled with mistakes and ...
Jinshan Wu
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On the mathematical theory of living systems, I: Complexity analysis and representation
Mathematical and Computer Modelling, 2011 Abstract This paper is the first one of a sequel devoted to the challenging goal of developing a mathematical theory for living systems. We consider systems constituted of a number of living entities, called active particles, which have the ability to express specific strategies and interact with other entities.
Vincenzo Coscia
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Kinetic & Related Models, 2008 This paper deals with the development of a mathematical theory for complex socio-economical systems. The approach is based on the methods of the mathematical kinetic theory for active particles, which describes the evolution of large systems of interacting entities which are carriers of specific functions, in our case economical activities.
AJMONE MARSAN, G +2 more
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Linear representation of tree structure - a mathematical theory of parenthesis-free notations [PDF]
Proceedings of the third annual ACM symposium on Theory of computing - STOC '71, 1971 In this paper we present a substantially general theory of parenthesis-free notations for finite plane trees. We obtain stronger one-to-oneness results, including a characterization of one-to-oneness for a large class of notations, and a quite general sufficient condition for one-to-oneness that involves the recursive structure of plane trees in what ...
W. J. Meyers
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Tilting Theory: A Gift of Representation Theory to Mathematics [PDF]
The Mathematical Intelligencer, 2017 Gabriella D’Este
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The Mathematical Abstraction Theory, The Fundamentals for Knowledge Representation and Self-Evolving Autonomous Problem Solving Systems [PDF]
arXiv: Logic in Computer Science, 2014 This article is a part of my thesis giving the unity for both knowledge presentation and self-evolution in autonomous problem solving mathematical systems and for that reason draws heavily from my previous work arxiv:1305 ...
Seppo Ilari Tirri
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, 2013 Advances in mathematical physics during the 20th century led to the discovery of a relationship between group theory and representation theory with the theory of special functions. Specifically, it was discovered that many of the special functions are (1) specific matrix elements of matrix representations of Lie groups, and (2) basis functions of ...
Wasson, Ryan D., Gilmore, Robert
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The Representation Theory of Neural Networks [PDF]
Mathematics, 2020 In this work, we show that neural networks can be represented via the mathematical theory of quiver representations. More specifically, we prove that a neural network is a quiver representation with activation functions, a mathematical object that we ...
M. Armenta, Pierre-Marc Jodoin
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