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A Categorical Model of General Consciousness. [PDF]
Zhang Y.
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zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Klaus-Jörn Lange
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We develop techniques to investigate relativized hierarchical unambiguous computation. We apply our techniques to generalize known constructs involving relativized unambiguity based complexity classes (UP and \mathcal{UP}) to new constructs involving arbitrary higher levels of the relativized unambiguous polynomial hierarchy (UPH).
Rahul Tripathi, Holger Spakowski
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On the Power of Unambiguity in Alternating Machines
Unambiguity in alternating Turing machines has received considerable attention in the context of analyzing globally-unique games by Aida et al. [ACRW04] and in the design of efficient protocols involving globally-unique games by Crâsmaru et al. [CGRS04].
Rahul Tripathi, Holger Spakowski
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Revisiting unambiguous discrimination
Quantum Information Processing, 2021zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Wen-Hai Zhang +3 more
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The Containment Problem for Unambiguous Register Automata and Unambiguous Timed Automata
Theory of Computing Systems, 2020zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Antoine Mottet, Karin Quaas
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Making nondeterminism unambiguous
Proceedings 38th Annual Symposium on Foundations of Computer Science, 2000Summary: We show that in the context of nonuniform complexity, nondeterministic logarithmic space bounded computation can be made unambiguous. An analogous result holds for the class of problems reducible to context-free languages. In terms of complexity classes, this can be stated as \[ \begin{aligned} \text{NL/poly} &= \text{UL/poly},\\ \text{LogCFL ...
Klaus Reinhardt, Eric Allender
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Sequentialization and Unambiguity of (Max,+) Rational Series Over One Letter
International audienceWe present an algorithm to decide whether a (max,+)-rational series over one letter is sequential.
Lombardy, Sylvain
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Unambiguous Functions in Logarithmic Space [PDF]
We investigate different variants of unambiguity in the context of computing multi-valued functions. We propose a modification to the standard computation models of Turing machines and configuration graphs, which allows for unambiguity-preserving composition.
Grzegorz Herman, Michael Soltys
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Noûs, 1987
Recently, Allan Gibbard has argued that there is a semantic difference between indicative and subjunctive conditional sentences. His arguments, which derive in part from the work of E.W. Adams (see [1] and [2] for example), are presented in detail in [3].
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Recently, Allan Gibbard has argued that there is a semantic difference between indicative and subjunctive conditional sentences. His arguments, which derive in part from the work of E.W. Adams (see [1] and [2] for example), are presented in detail in [3].
openaire +1 more source

