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논문 유사도에 따라 DBpia 가 추천하는 논문입니다. 함께 보면 좋을 연관 논문을 확인해보세요!
Einstein's connection in $3$-dimensional $ES$-manifold
한국수학논문집
2015 .01
The study on the Einstein's connection in $5$-dimensional $ES$-manifold for the second class
한국수학논문집
2018 .01
Super Quasi-Einstein Manifolds with Applications to General Relativity
Kyungpook Mathematical Journal
2018 .01
On the geometry of vector bundles with flat connections
대한수학회보
2019 .01
Einstein-type manifolds with complete divergence of Weyl and Riemann tensor
대한수학회보
2022 .09
η-Einstein Solitons on (ε)-Kenmotsu Manifolds
Kyungpook Mathematical Journal
2020 .01
On homogeneous square Einstein metrics
대한수학회보
2017 .01
On the closed Einstein-Weyl structure and compact $K$-contact manifold
대한수학회보
2016 .01
Z Tensor on N(k)-Quasi-Einstein Manifolds
Kyungpook Mathematical Journal
2016 .01
Weakly Einstein critical point equation
대한수학회보
2016 .01
Some results in $\eta$-Ricci soliton and gradient $\rho$-Einstein soliton in a complete Riemannian manifold
대한수학회논문집
2019 .01
Generalized $m$-quasi-Einstein structure in almost Kenmotsu manifolds
대한수학회보
2023 .05
On weakly Einstein almost contact manifolds
대한수학회지
2020 .01
The W*-curvature Tensor on Relativistic Space-times
Kyungpook Mathematical Journal
2020 .01
Generalized Quasi-Einstein Metrics and Contact Geometry
Kyungpook Mathematical Journal
2022 .09
Stability of total scalar curvature and the critical point equation
대한수학회보
2024 .01
Nonconstant warping functions on Einstein warped product manifolds with $2-$dimensional base
한국수학논문집
2018 .01
Gradient Einstein-type contact metric manifolds
대한수학회논문집
2020 .01
A note on statistical manifolds with torsion
대한수학회논문집
2023 .04
A $(k,\mu)$-contact metric manifold as an $\eta-$Einstein soliton
한국수학논문집
2024 .06
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