Distinctii / Awards
     Oferta educationala
     Examen finalizare studii
     Alegeri academice

Sandu Frunză, Publicitatea și administrația publică sub presiunea eticii, Lumen, 2015
vezi si alte aparitii editoriale

Facebook LinkedIn Twitter
Str. Teodor Mihali, Nr. 58-60 400591,
Cluj Napoca, Romania
Tel: +40 264-41.86.55
Fax: +40 264-41.25.70

Universitatea Babes-Bolyai | Noutati UBB | Info COVID-19
FSEGA Online | FSEGA SIS | FSEGA Alumni | Sustenabilitate
Contact | Harta Site | Viziteaza FSEGA

Kristály, A., Shen, Z., Yuan, L. & Zhao, W. (in press) Mathematische Zeitschrift [Q1]

Autor: Ovidiu Ioan Moisescu

Publicat: 12 Iunie 2021

Kristály, A., Shen, Z., Yuan, L. & Zhao, W. (in press) Nonlinear spectrums of Finsler manifolds. Mathematische Zeitschrift.


✓ Publisher: Springer
✓ Web of Science Core Collection: Science Citation Index Expanded
✓ Categories: Mathematics
✓ Article Influence Score (AIS): 1.173 (2020) / Q1

Abstract: In this paper we investigate the spectral problem in Finsler geometry. Due to the nonlinearity of the Finsler–Laplacian operator, we introduce faithful dimension pairs by means of which the spectrum of a compact reversible Finsler metric measure manifold is defined. Various upper and lower bounds of such eigenvalues are provided in the spirit of Cheng, Buser and Gromov, which extend in several aspects the results of Hassannezhad, Kokarev and Polterovich. Moreover, we construct several faithful dimension pairs based on Lusternik–Schnirelmann category, Krasnoselskii genus and essential dimension, respectively; however, we also show that the Lebesgue covering dimension pair is not faithful. As an application, we show that the Bakry–Émery spectrum of a closed weighted Riemannian manifold can be characterized by the faithful Lusternik–Schnirelmann dimension pair.

inapoi la stiri   vezi evenimentele   home

       Copyright © 10.2013 FSEGA
       Web Developer  Dr. Daniel Mican   Graphic Design  Mihai-Vlad Guta