Results 1 to 10 of about 35,998 (168)
When linguists talk mathematical logic [PDF]
David James Lobina
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This paper proposes a semantic description of the linear step-like temporal multi-agent logic with the universal modality \(\mathcal{LTK}.sl_U\) based on the idea of non-reflexive non-transitive nature of time.
Stepan I. Bashmakov, Tatyana Yu. Zvereva
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Chinese Research on Mathematical Logic and the Foundations of Mathematics
This paper outlines the Chinese research on mathematical logic and the foundations of mathematics. Firstly, it presents the introduction and spread of mathematical logic in China, especially the teaching and translation of mathematical logic initiated ...
Hongguang Wang, Guoping Du
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Long cycles in hypercubes with distant faulty vertices [PDF]
Graphs and ...
Petr Gregor, Riste Škrekovski
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New Results on Generalized Graph Coloring [PDF]
For graph classes \wp_1,...,\wp_k, Generalized Graph Coloring is the problem of deciding whether the vertex set of a given graph G can be partitioned into subsets V_1,...,V_k so that V_j induces a graph in the class \wp_j (j=1,2,...,k).
Vladimir E. Alekseev +2 more
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This development research aims to determine the feasibility of using Mathematical Logic Pipe teaching aid (Pilogmath) on mathematical logic material at SMA Negeri 1 Tanah Luas in terms of validity, practicality, and attractiveness.
Khairun Nisa, Eri Saputra, M Mursalin
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Between Philosophy and Mathematics
This article studies some central developments in the propagation and teaching of mathematical logic in 1930s China. Focusing on the emergence of a twofold disciplinary approach to mathematical logic, namely as a discipline studied and disseminated by ...
Jan Vrhovski
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On Finite 2-Groups with the Non-Dedekind Metacyclic Norm of Abelian Non-Cyclic Subgroups [PDF]
The authors examine the relations between the properties of a group G and its norm of Abelian non-cyclic subgroups. In this paper the properties of finite 2-groups with the cyclic center and the metacyclic non-Dedekind norm of Abelian non-cyclic ...
Tetiana D. Lukashova, Fedir M. Lyman
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The Harmonic Oscillator on the Heisenberg Group
In this note we present a notion of harmonic oscillator on the Heisenberg group $\mathbf{H}_n$ which forms the natural analogue of the harmonic oscillator on $\mathbb{R}^n$ under a few reasonable assumptions: the harmonic oscillator on $\mathbf{H}_n ...
Rottensteiner, David, Ruzhansky, Michael
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