Generalized Quasi-Einstein Metrics and Contact Geometry

Uday Chand De

Kyungpook Mathematical Journal

2022 .09

ON PSEUDO W₄-SYMMETRIC MANIFOLDS

Kim ,  Jaeman

호남수학학술지

2016 .01

A REMARK ON QUASI CONTACT METRIC MANIFOLDS

박정형 ,  Kouei Sekigawa ,  신원민

대한수학회보

2015 .01

Quasi contact metric manifolds with Killing characteristic vector fields

Jihong Bae ,  장영재 ,  박정형 외 1명

대한수학회보

2020 .01

A note on statistical manifolds with torsion

김화정

대한수학회논문집

2023 .04

On almost quasi Ricci symmetric manifolds

김재만

대한수학회논문집

2020 .01

On a class of generalized recurrent $(k,\mu)$-contact metric manifolds

Mohan Khat ,  i ,  Jay P 외 1명

대한수학회논문집

2020 .01

Certain semisymmetry properties of $(\kappa,\;\mu)$-contact metric manifolds

Uday Chand De ,  Jae Bok Jun ,  S 외 1명

대한수학회보

2016 .01

CERTAIN CURVATURE CONDITIONS IN KENMOTSU MANIFOLDS WITH RESPECT TO THE SEMI-SYMMETRIC METRIC CONNECTION

Abdul Haseeb ,  Rajend ,  a P 외 1명

대한수학회논문집

2017 .01

Certain curvature conditions on 3-dimensional f-Kenmotsu manifolds

Abdul Haseeb ,  Rajend ,  a P 외 2명

Advanced Studies in Contemporary Mathematics

2019 .01

The Critical Point Equation on 3-dimensional α-cosymplectic Manifolds

Ada ,  a M. Blaga ,  Chi 외 1명

Kyungpook Mathematical Journal

2020 .01

ON GENERALIZED Z-RECURRENT MANIFOLDS

Uday Chand De ,  P ,  ajjwal Pal

순수 및 응용수학

2017 .01

SOME MORE RESULTS ON f-KENMOTSU 3-MANIFOLDS

Abdul Haseeb ,  KEJAL KHATRI

Advanced Studies in Contemporary Mathematics

2021 .10

Pseudoparallel invariant submanifolds of $(LCS)_n$-manifolds

MEHMET ATCEKEN ,  UMIT YILDIRIM ,  Suleyman Di 외 1명

한국수학논문집

2020 .01

Semi-invariant submanifolds of $(LCS)_n$-manifold

Channabasappa Shanthappa Bagewadi ,  Dha ,  manaik Ni 외 3명

대한수학회논문집

2018 .01

On pseudo semiconformally symmetric manifolds

김재만

대한수학회보

2017 .01

ALMOST EINSTEIN MANIFOLDS WITH CIRCULANT STRUCTURES

Iva Dokuzova

대한수학회지

2017 .01

Golden para-contact metric manifolds

Ghe ,  ici Beldjilali ,  Habib Bouzi

대한수학회논문집

2022 .10

THE COMPLETENESS OF SOME METRICS ON LORENTZIAN WARPED PRODUCT MANIFOLDS WITH FIBER MANIFOLD OF CLASS (B)

Jung ,  Yoon-Tae ,  Lee 외 3명

호남수학학술지

2015 .01

THE EXISTENCE AND THE COMPLETENESS OF SOME METRICS ON LORENTZIAN WARPED PRODUCT MANIFOLDS WITH FIBER MANIFOLD OF CLASS (B)

Jung ,  Yoon-Tae ,  Kim 외 3명

호남수학학술지

2017 .01