A. Laurinˇcikas, On the universality theorem. II, Liet. Matem. Rink. 24 (2), 113-121 (1984). (in Russian) // Lith. Math. J. 24, 143-149 (1984).A. Laurinčikas, On the universality theorem, Liet. Mat. Rinkinys , 23 (3), 53–62 (1983)....
In the current paper, we offer an algebraic proof of the "universalitytheorem", showing that the counting of nodal curves for 5$\\delta$-1 very amplecomplete linear systems are controled by universal polynomials of thecharacteristic classes. The theorem (implicitly) was the backbone of the...
A universality theorem for projectively unique polytopes and a conjecture of Shephard 来自 掌桥科研 喜欢 0 阅读量: 25 作者:KA Adiprasito,A Padrol 摘要: We prove that every polytope described by algebraic coordinates is the face of a projectively unique polytope. This provides a universality ...
1. A UNIVERSALITY THEOREM FOR PROJECTIVELY UNIQUE POLYTOPES AND A CONJECTURE OF SHEPHARD [J] . Adiprasito Karim A., Padrol Arnau Israel Journal of Mathematics . 2016,第Null期 机译:射影唯一多面性的普遍性定理和谢泼德的一个构想 2. Universality Theorems for Inscribed Polytopes and Delaunay ...
B. Simon, Two Extensions of Lubinsky’s Universality Theorem , J. d’Analyse Mathematique, 105 (2008), 345–362. MATHSimon, B (2008) Two extensions of Lubinsky’s universality theorem. J. DˊAnalyse Math. 105: pp. 345-362Simon B.: Two extensions of Lubinsky’s universality theorem. ...
In the paper, a joint universality theorem on the approximation of analytic functions for zeta-function of a normalized Hecke eigen cusp form and a collection of periodic Hurwitz zeta-functions with algebraically independent parameters is obtained....
Recently Sourmelidis proved that the discrete universality theorem is equivalent to the continuous universality theorem for zeta-functions. He treats both the zero-free universality theorem and the strong universality theorem. Unfortunately in the zero-free case his result is conditional on a Riemann ...
We establish the universality theorem for the first four symmetric power L-functions of automorphic forms and their associated Rankin-Selberg L-functions. ... H Li,W Jie - 《Journal of the Mathematical Society of Japan》 被引量: 6发表: 2006年 Joint value distribution for zeta functions in di...
is universal in the strip. We prove that the Selberg zeta-function for the modular group is universal in the strip. This is the first example of the universal zeta-function of order 2. To prove this result we obtain the universality theorem for a wide class of generalized Dirichlet series....
A. Lauriňcikas, A discrete universality theorem for the Hurwitz zeta-function, J. Number Theory, 143:232–247, 2014.MathSciNetCrossRefMATH 13. A. Lauriňcikas and R. Garunkštis, The Lerch Zeta-Function, Kluwer Academic, Dordrecht, 2002.MATH 14. A. Lauriňcikas and R. Macaitienė...