Results 31 to 40 of about 13,488,979 (61)
The Frobenius Number for Jacobsthal Triples Associated with Number of Solutions
, 2023 In this paper, we find a formula for the largest integer (p-Frobenius number) such that a linear equation of non-negative integer coefficients composed of a Jacobsthal triplet has at most p representations.
Claudio Pita-Ruiz, Takao Komatsu
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Analytic Number Theory, CIME Summer School in Cetraro (Italy)
, 2006 These are the proceedings of a CIME summer school on Analytic Number Theory; it contains the text of the lectures by four well-known international ...
C.Viola +3 more
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Irving Fisher and Index Number Theory [PDF]
There are four main approaches to bilateral index number theory: the fixed basket, stochastic, test and economic approaches. The paper reviews the contributions of Irving Fisher to these approaches to index number theory which are still in use today. The
Diewert, Erwin
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, 2018 This volume contains the proceedings of the Barcelona-Boston-Tokyo Number Theory Seminar, which was held in memory of Fumiyuki Momose, a distinguished number theorist from Chuo University in Tokyo.
Lario, Joan-Carles 1963- +3 more
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, 2013 In this paper we offer a combinatorial view on the adjunction theory of toric varieties. Inspired by classical adjunction theory of polarized algebraic varieties we explore two convex-geometric notions: the Q-codegree and the nef value of a rational ...
Di Rocco, Sandra, +3 more
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Problems in number theory and hyperbolic geometry [PDF]
, 2011 In the first part of this thesis we generalize a theorem of Kiming and Olsson concerning the existence of Ramanujan-type congruences for a class of eta quotients.
Sinick, Jonah D.
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Studies on the number theory of orders [PDF]
, 1982 Bibliography: pages 78-81.In the nineteenth century no distinction was drawn between maximal and nonmaximal orders in a numberfield. Most of the work on orders in this period was done by Dedekind and Kronecker.
Omar, Mohammed Rafiq
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Machine learning for number theory: unsupervised learning with L-functions
There is a strong tradition of computation in number theory, with notable data-driven insights including the prime number theorem and the conjecture of Birch and Swinnerton-Dyer.
Oliver, T.
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Limit theorems for the number of occupied boxes in the Bernoulli sieve [PDF]
, 2010 The Bernoulli sieve is a version of the classical `balls-in-boxes' occupancy scheme, in which random frequencies of in¯nitely many boxes are produced by a multiplicative renewal process, also known as the residual allocation model or stick-breaking.
Sub Stochastics and Decision Theory begr +4 more
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