Results 1 to 10 of about 11,618,175 (381)
Basic Algebraic Structures And Field Extensions
U ovom radu proučavali smo osnovne algebarske strukture i kvadratna proširenja polja racionalnih brojeva. Počevši od osnovnih definicija i pojmova iz algebre, istražujemo kako se formiraju proširenja polja, s posebnim naglaskom na kvadratna proširenja ...
Babok, Ema
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Algebraic extensions of difference fields
, 1973 An inversive difference field K \mathcal {K} is a field K together with a finite number of automorphisms of K. This paper studies inversive extensions of inversive difference fields whose underlying field extensions are ...
Peter Evanovich
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AIP Advances, 2015 Particle-in-cell simulations are performed to analyze the efficiency, output power and leakage currents in a 12-Cavity, 12-Cathode rising-sun magnetron with diffraction output (MDO).
A. Majzoobi +3 more
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Hopf Galois theory of separable field extensions
, 2016 Treballs Finals de Grau de Matemàtiques, Facultat de Matemàtiques, Universitat de Barcelona, Any: 2016, Director: Teresa Crespo VicenteHopf Galois theory is a generalization of Galois theory.
Salguero Garcı́a, Marta
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Combinatorics on Finite Fields: the Sign Repartition for the Quadratic Residues
Analele Stiintifice ale Universitatii Ovidius Constanta: Seria Matematica, 2014 In the present paper we present the equivalence between the combinatorial determination of the sign repartition for the quadratic residues and non-residues to the computation of the class number of certain quadratic extensions of the field of rationals.
Bărcănescu Şerban
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SEMIORDERINGS AND STABILITY INDEX UNDER FIELD EXTENSIONS
, 2014 . We study the behavior of orderings, semiorderings, and the stability index under field extensions.
David B. Leep +5 more
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Noise study in condensed matter physics—Towards extension to surrounding fields [PDF]
, 2006 Atsutaka Maeda
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Revisiting Kneser’s theorem for field extensions
A Theorem of Hou, Leung and Xiang generalised Kneser’s addition Theorem to field extensions. This theorem was known to be valid only in separable extensions, and it was a conjecture of Hou that it should be valid for all extensions.
Bachoc, Christine +2 more
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Hidden Markov random field and FRAME modelling for TCA-image analysis [PDF]
Tooth Cementum Annulation (TCA) is an age estimation method carried out on thin cross sections of the root of human teeth. Age is computed by adding the tooth eruption age to the count of annual incremental lines that are called tooth rings and appear in
Katy Streso, Francesco Lagona
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Theoretical and Experimental Comparison of Efficiency of Finite Field Extensions
, 1995 An extension of composite degree over a finite field may be implemented in one or more steps, involving the implementation of zero or more intermediate fields.
Greenhill, Catherine S.
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