H. WEYL'S ASYMPTOTICS AND RANKIN CONVOLUTIONS

A. I. Vinogradov

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H. WEYL'S ASYMPTOTICS AND RANKIN CONVOLUTIONS

机译：H.韦尔的渐近性和朗金卷积

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A well-known H. Weyl's asymptotics for eigenvalues is obtained by an arithmetic method. For congruence groups, the remainder in this asymptotics is a square root of the principal term.

机译：通过算术方法可以获得众所周知的H. Weyl的特征值渐近性。对于一致性组，此渐近线的其余部分是主要术语的平方根。

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来源
《Journal of Mathematical Sciences》 |2005年第3期|p.4665-4674|共10页
作者
A. I. Vinogradov;
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St. Petersburg Department of the Steklov Mathematical Institute, St.Petersburg, Russia;

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正文语种 eng
中图分类数学;
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1. Editorial notes to: 3. On the theory of gravitation. By Hermann Weyl and to: 5. Comment on the axially symmetric solutions to Einstein’s equations of gravitation. By Hermann Weyl and to: New solutions to Einstein’s equations of gravitation. B. Explicit determination of static, axially symmetric fields. By Rudolf Bach. With a supplement on the static two-body problem. By H. Weyl [J] . Gernot Neugebauer, David Petroff, Bahram Mashhoon General Relativity and Gravitation . 2012,第3期

机译：编辑评论：3.关于引力理论。赫尔曼·魏尔（Hermann Weyl）撰写和：5.评论爱因斯坦引力方程的轴向对称解。赫尔曼·韦尔（Hermann Weyl）着和：爱因斯坦引力方程的新解决方案。 B.静态轴向对称场的显式确定。鲁道夫·巴赫（Rudolf Bach）。补充了静态两体问题。由H.Weyl
2. Editorial notes to: 3. On the theory of gravitation. By Hermann Weyl and to: 5. Comment on the axially symmetric solutions to Einstein's equations of gravitation. By Hermann Weyl and to: New solutions to Einstein's equations of gravitation. B. Explicit determination of static, axially symmetric fields. By Rudolf Bach. With a supplement on the static two-body problem. By H. Weyl [J] . Neugebauer G., Petroff D., Mashhoon B. General Relativity and Gravitation: GRG Journal . 2012,第3期

机译：编辑评论：3.关于引力理论。赫尔曼·韦尔（Hermann Weyl）着：5.评论爱因斯坦引力方程的轴向对称解。赫尔曼·韦尔（Hermann Weyl）着和：爱因斯坦引力方程的新解。 B.静态轴向对称场的显式确定。鲁道夫·巴赫（Rudolf Bach）。补充了静态两体问题。由H.Weyl
3. Refined Asymptotics for Second Spectral Moment of Rankin–Selberg L-Functions at the Special Points [J] . Wenzhi Luo⇓ International Mathematics Research Notices . 2012,第23期

机译：特殊点处Rankin-Selberg L函数第二谱矩的精细渐近性
4. A Rationale for Pursuing EIT and MREIT in 3-D Based on Weyl Asymptotics and Problem Conditioning [C] . P. Robert Kotiuga Biennial IEEE Conference on Electromagnetic Field Computation . 2006

机译：基于Weyl渐近学和问题调理，在3-D中追求EIT和MREIT的理由
5. Asymptotic expansion for the L1 norm of N-fold convolutions [D] . Stey, George Carl 2007

机译：N折卷积的L1范数的渐近展开
6. Weyl semimetals in optical lattices: moving and merging of Weyl points and hidden symmetry at Weyl points [O] . Jing-Min Hou, Wei Chen -1

机译：光学晶格中的Weyl半金属：Weyl点的移动和合并以及Weyl点处的隐藏对称性
7. Laboratory outlines in plant pathology, by H. H. Whetzel, Lex R. Hesler, Chas. T. Gregory, W. Howard Rankin. New York State College of Agriculture at Cornell University, Ithaca, N. Y., 1916. [O] . Whetzel, Herbert Hice, 1877-1944. 1916

机译：实验室概述植物病理学，由H. H. Whetzel，Lex R. Hesler，Chas。 T. Gregory，W。Howard Rankin。康涅狄格大学纽约州农业学院，伊萨卡，纽约州，1916年。

H. WEYL'S ASYMPTOTICS AND RANKIN CONVOLUTIONS

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