Results 121 to 130 of about 379,338 (251)
Solution of the Waring-Goldbach problem for algebraic number fields [PDF]
G. J. Rieger
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Computing in the Field of Complex Algebraic Numbers
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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The trace-form of an algebraic number field
AbstractLet F be the rational field or a p-adic field, and let K an algebraic number field over F. If ω1,…, ωn is an integral basis for the ring DL of integers in K, then the quadratic form Q whose matrix is (traceK∥F(ωiωj)) has integral coefficients, and is called an integral trace-form. Q is determined by K up to integral equivalence.
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Calculations of electrostatic axisymmetric field are made with application of solution to Fredholm integral equation of the first and the second kinds in a piecewise homogeneous isotropic linear polymeric insulation. On the basis of numerical experiments
A.V. Bezprozvannych, A.G. Kyessaeyv
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Application of Partial Discrete Logarithms for Discrete Logarithm Computation
A novel approach to constructing an algorithm for computing discrete logarithms, which holds significant interest for advancing cryptographic methods and the applied use of multivalued logic, is proposed.
Dina Shaltykova +3 more
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On the genera of quadratic and hermitian forms over an algebraic number field [PDF]
Vidit Nanda
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Factoring Polynomials Over Algebraic Number Fields [PDF]
P. Weinberger, Linda Preiss Rothschild
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On the central class field mod of Galois extensions of an algebraic number field [PDF]
Susumu Shirai
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On the adele rings and zeta-functions of algebraic number fields [PDF]
Keiichi Komatsu
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