Results 191 to 200 of about 198,578 (218)
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2017
This chapter is devoted to the model theory of valued fields, which is due to Ax and Kochen. We also present Ax–Kochen’s solution of Artin’s conjecture that for every prime p, the field of p-adic real numbers \({\mathbb Q}_p\) is a \(C_2(d)\) field for every \(d\ge 1\) (See [2–4]).
Haimanti Sarbadhikari +1 more
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This chapter is devoted to the model theory of valued fields, which is due to Ax and Kochen. We also present Ax–Kochen’s solution of Artin’s conjecture that for every prime p, the field of p-adic real numbers \({\mathbb Q}_p\) is a \(C_2(d)\) field for every \(d\ge 1\) (See [2–4]).
Haimanti Sarbadhikari +1 more
openaire +1 more source
Journal of Mathematical Physics, 1970
We investigate a class of nonrelativistic, self-interacting model field theories, assuming the existence of field and momentum operators that satisfy the canonical commutation relations (CCR's). The large symmetry that we assume permits us to determine explicitly all the relevant CCR representations and Hamiltonians. For each irreducible representation
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We investigate a class of nonrelativistic, self-interacting model field theories, assuming the existence of field and momentum operators that satisfy the canonical commutation relations (CCR's). The large symmetry that we assume permits us to determine explicitly all the relevant CCR representations and Hamiltonians. For each irreducible representation
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A Spectral Wave Model for Inhomogeneous Water Wave Fields Using the Quasi-Coherent Theory
Journal of Marine Science and Engineering, 2023Yannis N Krestenitis, Vasilis Baltikas
exaly
Mutual Information for Electromagnetic Information Theory Based on Random Fields
IEEE Transactions on Communications, 2023Chan-Byoung Chae +2 more
exaly
An introduction to computable model theory on groups and fields
Groups, Complexity, Cryptology, 2011Russell Miller
exaly
The model theory of separably tame valued fields
Journal of Algebra, 2016Franz-Viktor Kuhlmann, Koushik Pal
exaly
On a model in axiomatic field theory
Theoretical and Mathematical Physics, 1970A. V. Efremov, V. A. Rizov
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Logistics Field Theory and Model
International Conference on Transportation Engineering 2007, 2007Yin-ying Tang, Qi-yuan Peng, Li Li
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