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Hessian metrics and ricci solitons
Pret: 4990 lei
Disponibilitate: in stoc
Livrare estimativă: 2 zile

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Cod produs: 186660
Autor(i): Mihai Postolache, Gabriel Bercu, Yoshio Matsuyama
Editura: Editura Fair Partners
Anul aparitiei: 2011
Nr. pagini: 182 pagini
Limba: engleza
Tip coperta: tare
ISBN: 9789731877600
Categorii: Carte Scolara, Matematica, Matematici superioare, Manuale scolare
As it well known, Riemannian manifolds are very useful tools for practical problems. To give some examples, we underline their utilization in economic theory, in system modeling and optimization or to statistical theory. That is why they are intenively studied by famous scientist in the world.


1. Hessian type of structure on pseudo-Reimannian manifolds

2. Hessian structures via invariant calculus

3. Self-concordant functions on Reimannian manifolds

4. Hessian Reimannian manifolds

5. Geometrical characteristics of special functions

6. Role of Hessian type metrics in the interior point methods

7. Affine connections and affine hypersurfaces

8. Ricci solitons and gradient ricci solitons

9. Classes of gradient ricci solitons

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