2012Journal of Changchun University of Science and TechnologyRequires access

A Method of Construction About Special Lagrangian Submanifold In C~4

Guangyu Zhao

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Abstract

Special lagrangian submanifolds are a kind of real m-dimensional minimal submanifolds,they can be calibrated with m-form ReΩ.They are rigid and have good nature.In this paper,we mainly construct special lagrangian submanifold in C4by Evolution equation method.Finally,we give a simple example of special lagrangian submanifold in C4.

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Special lagrangian submanifolds are a kind of real m-dimensional minimal submanifolds,they can be calibrated with m-form ReΩ.They are rigid and have good nature.In this paper,we mainly construct special lagrangian submanifold in C4by Evolution equation method.Finally,we give a simple example of special lagrangian submanifold in C4.

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Available abstract

Special lagrangian submanifolds are a kind of real m-dimensional minimal submanifolds,they can be calibrated with m-form ReΩ.They are rigid and have good nature.In this paper,we mainly construct special lagrangian submanifold in C4by Evolution equation method.Finally,we give a simple example of special lagrangian submanifold in C4.

Key concepts: Submanifold, Lagrangian, Mathematics, Simple (philosophy), Mathematical analysis, Classical mechanics, Applied mathematics, Pure mathematics

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