Hasil untuk "math.SP"

Angel Cano, Hector Abrahan Castro Morales

Abstract In this article, we present an elementary proof of the Cartan decomposition theorem for the group $ \mathrm {Sp}(1, n) $ . As an application, we determine the largest regular domain for discrete quaternionic hyperbolic groups acting on $ \mathbb {HP}^n $ . Furthermore, we demonstrate that Bers’ simultaneous uniformization and Köebe’s retrosection theorem fail to hold for higher-dimensional quaternionic Kleinian groups.

Chawalit Boonpok, Chokchai Viriyapong

Our main purpose is to introduce some weak separation axioms by utilizing the concepts of (Λ, sp)-open sets and the (Λ, sp)-closure operator. In particular, some characterizations of (Λ, sp)-R0 and (Λ, sp)-R1 topological spaces are investigated.

P. A. Krylov, A. A. Tuganbaev, A. V. Tsarev

J. Ali, I. Uddin

Aidyn Kassymov, Michael Ruzhansky, Durvudkhan Suragan

Mar Ferrer-Suay, Jesús Selfa, Juli Pujade-Villar

Wan-Jin Chang, Shuqiang Li

M. Essén, H. L. Jackson, P. J. Rippon

Štefan Schwabik, Guoju Ye

Michael Christ

Robert S. Strichartz

Jodie D. Novak

Kazimierz Musiał, Grzegorz Plebanek

Michel Talagrand

N. Christopher Phillips

John W. Bunce

Tianxuan Miao

F. M. Lister

Elliot C. Gootman

Philip A. Leonard, Kenneth S. Williams