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Projective Change between Matsumoto Metric and Generalized Kropina Metric

• Authors : Renu; Kushwaha, Ramdayal Singh

Subjects: Finsler Metric; (α; β)-Metric

• Source: The Journal of the Indian Mathematical Society; Volume 90, Issue 3-4, July-December 2023; 319-328 ; 2455-6475 ; 0019-5839

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On a class of weakly Landsberg metrics composed by a Riemannian metric and a conformal 1-form

• Authors : Fangmin Dong; Benling Li

Subjects: finsler metric; weakly landsberg metric; landsberg metric

• Source: AIMS Mathematics, Vol 8, Iss 11, Pp 27328-27346 (2023)

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The relation between the continuity of the lengths of curves and the continuity of distances in the case of boundedly compact ; Связь непрерывности длин кривых и непрерывности расстояний в случае ограниченно компактных метрических пространств

• Authors : Vladimir Maksimovich Chikin; Владимир Максимович Чикин; Исследование выполнено в МГУ имени М.В.Ломоносова при поддержке Российского научного фонда (про- ект 21-11-00355).

Subjects: финслерова метрика; boundedly compact metric space; intrinsic metric

• Source: Chebyshevskii Sbornik; Том 22, № 4 (2021); 289-305 ; Чебышевский сборник; Том 22, № 4 (2021); 289-305 ; 2226-8383 ; 10.22405/2226-8383-2021-22-4

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Some Inequalities on Finsler Manifolds with Weighted Ricci Curvature Bounded Below

• Authors : Cheng, Xinyue; Shen, Zhongmin; Mathematical Sciences, School of Science

Subjects: Finsler metric; Ricci curvature; weighted Ricci curvature

• Source: ArXiv

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Brake orbits for Hamiltonian systems of the classical type via geodesics in singular Finsler metrics

• Authors : Corona Dario; Giannoni Fabio

Subjects: hamiltonian systems; brake orbits; finsler metric

• Source: Advances in Nonlinear Analysis, Vol 11, Iss 1, Pp 1223-1248 (2022)

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On Geodesically Reversible Finsler Manifolds

• Authors : Fang, Yong;

Subjects: Finsler metric; flip map; geodesic flows

• Source: ISSN: 1793-5253.

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On Geodesically Reversible Finsler Manifolds

• Authors : Fang, Yong;

Subjects: Finsler metric; flip map; geodesic flows

• Source: ISSN: 1793-5253.

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On Finsler manifolds with hyperbolic geodesic flows

• Authors : Fang, Yong;

Subjects: Finsler metric; Kähler hyperbolicity; Anosov flow

• Source: ISSN: 0003-889X.

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Conformally related Douglas metrics in dimension two are Randers

• Authors : Matveev, Vladimir S.; Saberali, Samaneh

Subjects: article; ScholarlyArticle; ddc:510

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On Concircular Transformations in Finsler Spaces

• Authors : Samaneh Sadat Saberali; Bahman Rezaei

Subjects: concircular transformation; finsler metric; isotropic flag curvature

• Source: پژوهش‌های ریاضی, Vol 7, Iss 3, Pp 573-584 (2021)

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