field of differential geometry, the Kulkarni–Nomizu product (named for Ravindra Shripad Kulkarni and Katsumi Nomizu) is defined for two (0, 2)-tensors...

Kulkarni (born 1942) is an Indian mathematician, specializing in differential geometry. He is known for the Kulkarni–Nomizu product. Ravi S. Kulkarni...

x^{i}}}{\frac {\partial \phi ^{\beta }}{\partial x^{j}}}.} The Kulkarni–Nomizu product is an important tool for constructing new tensors from existing...

Katsumi Nomizu (野水 克己, Nomizu Katsumi, December 1, 1924 – November 5, 2008) was a Japanese-American mathematician known for his work in differential geometry...

physicist (1942–present CE) Ravindra Shripad Kulkarni, mathematician, known for Kulkarni-Nomizu product (1942–present CE) Shivram Bhoje, nuclear physicist...

The Weyl tensor equals the Riemann curvature tensor minus the Kulkarni–Nomizu product of the Schouten tensor with the metric. In an index notation R...

Ravindra Shripad Kulkarni -is an Indian mathematician, specializing in differential geometry. He is known for the Kulkarni–Nomizu product. S. S. Shrikhande...

{\displaystyle h{~\wedge \!\!\!\!\!\!\!\!\;\bigcirc ~}k} denotes the Kulkarni–Nomizu product of two symmetric (0,2) tensors: ( h   ∧ ◯   k ) ( v 1 , v 2 , v...

{\displaystyle {~\wedge \!\!\!\!\!\!\!\!\;\bigcirc ~}} denotes the Kulkarni–Nomizu product and Hess is the Hessian. For calculation of curvature of hypersurfaces...

tensor. Conversely, given a pair of symmetric 2-forms h and k, the Kulkarni–Nomizu product of h and k ( h   ∧ ◯   k ) ( x , y , z , w ) = h ( x , z ) k (...