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Results tagged with reference-request
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user 126348
This tag is used if a reference is needed in a paper or textbook on a specific result.
1
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0
answers
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A generalization of the Clifford algebra
Let $(E,g)$ be a vector space with a symmetric bilinear form, and $a,b$ be two endomorphisms of $E$. The generalized Clifford algebra is defined by the free algebra of $E$ with quotient by the relatio …
- 187
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vote
0
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The hermitian Einstein manifolds
I take an hermitian manifold $(M,g,J)$ and I define from the riemannian curvature $R(X,Y)$ as a $2$-form:
$$
Ricc(J)= \sum_i R(J e_i,e_i)
$$
with $(e_i)$ an orthonormal basis of the tangent.
$$
2R(J)= …
- 187