In this paper we introduce Einstein manifold theory from a mathematical and physical view point. We present some obstructions for a manifold to be equipped with the structure of an Einstein manifold. We discuss about Hamiltonian approach to the Einstein manifold theory and also the chirality of the Lie algebra of an Einstein Lie group. The question of Einstein structure on non compact manifolds is discussed. Moreover some partial results on Einstein structure on the tangent bundle are presented.
Taghavi,A. (2024). Einstein Manifolds from a Physical and Mathematical view point. Transactions in Theoretical and Mathematical Physics, 1(4), 115-117. doi: 10.30511/ttmp.2024.2039661.1039
MLA
Taghavi,A. . "Einstein Manifolds from a Physical and Mathematical view point", Transactions in Theoretical and Mathematical Physics, 1, 4, 2024, 115-117. doi: 10.30511/ttmp.2024.2039661.1039
HARVARD
Taghavi A. (2024). 'Einstein Manifolds from a Physical and Mathematical view point', Transactions in Theoretical and Mathematical Physics, 1(4), pp. 115-117. doi: 10.30511/ttmp.2024.2039661.1039
CHICAGO
A. Taghavi, "Einstein Manifolds from a Physical and Mathematical view point," Transactions in Theoretical and Mathematical Physics, 1 4 (2024): 115-117, doi: 10.30511/ttmp.2024.2039661.1039
VANCOUVER
Taghavi A. Einstein Manifolds from a Physical and Mathematical view point. TTMP, 2024; 1(4): 115-117. doi: 10.30511/ttmp.2024.2039661.1039
