Results 1 to 10 of about 454 (145)
Axiomatizing complete positivity [PDF]
There are two ways to turn a categorical model for pure quantum theory into one for mixed quantum theory, both resulting in a category of completely positive maps.
Oscar Cunningham, Chris Heunen
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Signifiable computability aims to separate what is theoretically computable from what is computable through performable processes on computers with finite amounts of memory.
Vladimir A. Kulyukin
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Cellular Automata are Generic [PDF]
Any algorithm (in the sense of Gurevich's abstract-state-machine axiomatization of classical algorithms) operating over any arbitrary unordered domain can be simulated by a dynamic cellular automaton, that is, by a pattern-directed cellular automaton ...
Nachum Dershowitz, Evgenia Falkovich
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Geometrinin Temellendirilmesinde Frege – Hilbert İhtilafının Kökenleri
Frege ve Hilbert arasında yirminci yüzyılın başlarında geometrinin temellendirilmesi üzerine gerçekleşmiş olan yazışmalar, ikili arasındaki geometri aksiyomlarının statüsüne yönelik farklı fikirleri ortaya koymaktadır.
Şeyma Nur Tan
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The Formal Invariance of Fractal Operators Under Laplace Transform
This paper focuses on the invariant properties of fractal operators and aims to achieve the axiomatization of the theory of fractal operators. Building upon the derivative and integral theorems of the Laplace transform, we redefine the time differential ...
Yajun Yin +4 more
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Arbitrary Arrow Update Logic with Common Knowledge is neither RE nor co-RE [PDF]
Arbitrary Arrow Update Logic with Common Knowledge (AAULC) is a dynamic epistemic logic with (i) an arrow update operator, which represents a particular type of information change and (ii) an arbitrary arrow update operator, which quantifies over arrow ...
Louwe B. Kuijer
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“Mathematics is the Logic of the Infinite”: Zermelo’s Project of Infinitary Logic
In this paper I discuss Ernst Zermelo’s ideas concerning the possibility of developing a system of infinitary logic that, in his opinion, should be suitable for mathematical inferences. The presentation of Zermelo’s ideas is accompanied with some remarks
Pogonowski Jerzy
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A Logic for Multi-Agent Conformant Planning Over Transition Systems
Reasoning about actions and information is one of the most active areas of research in artificial intelligence. In this article, we study the reasoning about actions and information in multi-agent conformant planning, which is an essential branch of ...
Peipei Wu, Yanjun Li
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Rola aksjomatu w matematyce współczesnej oraz w perspektywie dociekań nad aksjomatem wyboru
We show how philosophy effected the shape of mathematics when the proof of Well-Ordering Principle was formulated by Ernst Zermelo. We also consider the significance of philosophy of mathematics today.
Katarzyna Lewandowska
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Axiomatization of Transit Flow Estimation
Transit flows between stations are typically estimated indirectly using fare collecting data rather than through direct measurement. Traditional methods approximate transit flows by adapting Origin-Destination (OD) trip estimation techniques.
Kardi Teknomo
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