Symplectic Framework 대칭 프레임워크

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10.1007/s00009-020-01685-2

In this paper, we aim at addressing the globalization problem of Hamilton–DeDonder–Weyl equations on a local k -symplectic framework and we introduce the notion of locally conformal k-symplectic (l.

이 논문에서 우리는 로컬 k-symlectic 프레임워크에서 Hamilton-DeDonder-Weyl 방정식의 세계화 문제를 해결하는 것을 목표로 하고 로컬 컨포멀 k-symlectic(l.

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10.1088/1361-6382/ab1365

By means of the privileged $(n-1)$-forms and the Poisson-Gerstenhaber bracket, inherent to the polysymplectic framework, the BF field equations associated to the CMPR action are obtained and, in consequence, the Einstein equations naturally emerge by solving the simplicity constraints of the theory.

특권 $(n-1)$-형식과 다심 프레임워크에 고유한 Poisson-Gerstenhaber 브래킷을 사용하여 CMPR 작용과 관련된 BF 필드 방정식이 얻어지고 결과적으로 아인슈타인 방정식은 다음을 풀면 자연스럽게 나타납니다. 이론의 단순성 제약.

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Symplectic Framework 대칭 프레임워크

Symplectic Framework 대칭 프레임워크

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Sep 17, 2024

Symplectic Framework(대칭 프레임워크)란 무엇입니까?

Symplectic Framework 대칭 프레임워크 - In this paper, we aim at addressing the globalization problem of Hamilton–DeDonder–Weyl equations on a local k -symplectic framework and we introduce the notion of locally conformal k-symplectic (l. ^[1] By means of the privileged $(n-1)$-forms and the Poisson-Gerstenhaber bracket, inherent to the polysymplectic framework, the BF field equations associated to the CMPR action are obtained and, in consequence, the Einstein equations naturally emerge by solving the simplicity constraints of the theory. ^[2]
이 논문에서 우리는 로컬 k-symlectic 프레임워크에서 Hamilton-DeDonder-Weyl 방정식의 세계화 문제를 해결하는 것을 목표로 하고 로컬 컨포멀 k-symlectic(l. ^[1] 특권 $(n-1)$-형식과 다심 프레임워크에 고유한 Poisson-Gerstenhaber 브래킷을 사용하여 CMPR 작용과 관련된 BF 필드 방정식이 얻어지고 결과적으로 아인슈타인 방정식은 다음을 풀면 자연스럽게 나타납니다. 이론의 단순성 제약. ^[2]