SYMPLECTIC スウチ カイホウ ニヨル サンイツケイ オヨビ フキソク キドウ ノ アンテイセイ ノ ヒョウカ

Abstract

It is known that the symplectic method does not give rise to the truncation error. Then, we apply to the dissipative and complicated system, and verify the flexibility of the algorithm. As a result, our demonstration indicates that the symplectic type is more stable

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