Quantum invariants of hyperbolic knots and extreme values of trigonometric products [0.03%]
双曲型结的量子不变量及三角多项式的极值分布问题
Christoph Aistleitner,Bence Borda
Christoph Aistleitner
In this paper, we study the relation between the function J 4 1 , 0 , which arises from a quantum invariant of the figure-eight knot, and Sudler's trigonometric product. We find J 4 1 , 0 up to a constant factor along continued fraction...
The minimal number of roots of surface mappings and quadratic equations in free groups [0.03%]
自由群中曲面映射和二次方程的最小根数
Semeon Bogatyi; Daciberg L. Gonçalves; Heiner Zieschang
Semeon Bogatyi; Daciberg L. Gonçalves; Heiner Zieschang
Sophie Chemla
Sophie Chemla
Francisco J. Fernández-Polo; Jorge J. Garcés; Antonio M. Peralta
Francisco J. Fernández-Polo; Jorge J. Garcés; Antonio M. Peralta
Tuyen Trung Truong
Tuyen Trung Truong
Yuming Liu; Guodong Zhou; Alexander Zimmermann
Yuming Liu; Guodong Zhou; Alexander Zimmermann
On the Picard principle for Δ [0.03%]
Wolfhard Hansen; Ivan Netuka
Wolfhard Hansen; Ivan Netuka
Alexander Lytchak
Alexander Lytchak
Kefeng Liu; Hao Xu
Kefeng Liu; Hao Xu
Jan Kohlhaase
Jan Kohlhaase