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- LOVEJOY DAS
- 2007

Levy had proved that a second order symmetric parallel nonsingular tensor on a space of constant curvature is a constant multiple of the metric tensor. Sharma [12] has proved that a second order parallel tensor in a Kaehler space of constant holomorphic sectional curvature is a linear combination with constant coefficients of the Kaehlarian metric and the… (More)

- L Das, S B Grover, K Chand, L Dawson
- Surgical neurology
- 2000

- LOVEJOY S. DAS
- 2017

In 1926, Levy [3] had proved that a second order symmetric parallel nonsingular tensor on a space of constant curvature is a constant multiple of the metric tensor. Sharma [4] has proved that a second order parallel tensor in a Kähler space of constant holomorphic sectional curvature is a linear combination with constant coefficient of the Kählerian metric… (More)

- LOVEJOY S. DAS
- 2014

Levy [11] had proved that a second order symmetric parallel non singular tensor on a space of constant curvature is a constant multiple of the metric tensor. Sharma [6] has proved that second order parallel tensor in a Kaehler Space of constant holomorphic sectional curvature is a linear combination with constant coefficients of the Kaehlerian metric and… (More)

- Lovejoy S. Das, Ram Nivas, Virendra Nath Pathak
- Int. J. Math. Mathematical Sciences
- 2005

The horizontal and complete lifts from a manifold M n to its cotangent bundles * T(M n) were studied and many others. The purpose of this paper is to use certain methods by which f λ (7,1)-structure in M n can be extended to * T(M n). In particular, we have studied horizontal and complete lifts of f λ (7,1)-structure from a manifold to its cotangent bundle.

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