Lie Algebras and Number Theory
ICLANT-2024, Calicut, India, June 10-14
Series: Springer Proceedings in Mathematics & Statistics;
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Product details:
- Publisher Springer Nature Singapore
- Date of Publication 18 September 2026
- ISBN 9789819207503
- Binding Hardback
- No. of pages243 pages
- Size 235x155 mm
- Language English
- Illustrations II, 243 p. 700
Categories
Long description:
This proceedings volume contains chapters presented at the International Conference on Lie Algebras and Number Theory (ICLANT-2024), held at the Department of Mathematics, National Institute of Technology Calicut, Kerala, India, from 10–14 June 2024. It discusses recent research on Lie algebras and number theory and studies their applications in several areas in mathematics and physics. Chapters in the book address the representation theory of Lie algebras, superalgebras and number theory. The book aims to emphasize the diversity of Lie theory and its applications to other branches of mathematics, in particular number theory and other areas of physics.
MoreTable of Contents:
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Highest Weight Modules and Quasi-Integrality over Twisted Affine Lie Superalegbras.- Schur Multiple Zeta-Functions of Hurwitz Type.- A Survey on Power Maps in Groups.- On Central Derivation of n-Lie Algebras.- Lifting of Maass Forms to O(1, 8n + 1) and Applications to the Sup-Norm Problem.- On Classical and Quaternionic Saito–Kurokawa Lifting.- What is an L-function from Euler to Langlands and Beyond.- Zeta Functions on Infinite Extensions.- Atkin's Up Operator on Modular Forms Mod p.- Variants of Erdos–Kac via Tauberian Theorems.- Stability of 2-class Group in Z2-extensions.- Surjectivity of Trace for Relative Extensions.- Squarefree Part of a Discriminant and abc-conjecture.- Lower Bound on Height Functions.- (an, bn)- f-statistical Convergence and Korovkin Type Approximation Theorems.- Arithmetic Density and Infinite Families of Congruences Modulo 2 for (u, v)-Regular Bipartitions.- Report on Modular forms and L-functions.
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