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What is Tensor Product Surfaces about?

This paper investigates the tensor product surfaces formed by a Lorentzian space curve and a Lorentzian plane curve, providing classifications for minimal, totally real, and complex surfaces. The authors present necessary conditions for these surfaces to be minimal and derive specific cases that satisfy these conditions. The study builds on previous research in the field of tensor product immersions and extends the understanding of Lorentzian geometry.

Author

Emilija Nesovic

Language

EN