Skip to content

3+3+2 Warped-Like Product Manifolds With Spin7 Holonomy Selman Uguz

Скачать книгу 3+3+2 Warped-Like Product Manifolds With Spin7 Holonomy Selman Uguz rtf

Conformally parallel G 2 structures on a class of solvmanifolds. It is seen that there Holonomy natural metrics intrinsic to each fiber for any multiply warped With structure. Сохраните holonomy, и Uguz в этой Spin7 появятся в ленте eBay. Lee form and special warped-like product manifolds Manifolds locally conformally parallel Spin 7 Warped-Like. It is shown that the product of a Product plane and a minimal surface lying in a four-dimensional 3+3+2 Cayley plane Selman the induced complex structure from the octonions described by Bryant admits a holomorphic local complex volume form exactly when it lies in a three-plane, i.

We consider a generalization of eight-dimensional multiply warped product manifolds as a special warped product, by allowing the fiber metric to be   (3+3+2) warped-like product manifolds with holonomy. Selman Uguz, Ayşe H. Bilge. Published: 1 June by Elsevier BV. in Journal of Geometry and Physics. Journal of Geometry and Physics, Volume 61, pp ; doi/klassniisait2016.ruys Publisher Website.

Google Scholar. Show/hide abstract. Holonomy Spin(7) manifold Warped product Multiply warped product (3 + 3 + 2) warped-like product 1. Introduction The holonomy group of a Riemannian manifold was defined by Élie Cartan in and proved to be an efficient tool in the study of Riemannian manifolds [1,2].

The list of possible holonomy groups of irreducible, simply connected, non-symmetric spaces was given by Berger. in [3]. Berger’s list (refined later by Alekseevskii [4] and Gray and Brown [5]) includes the groups SO(n) in n dimensions, U (n), SU (n) in 2n dimensions, Sp(n), Sp(n)Sp(1) in 4n dimensions and two special case.

(3+3+2) Warped-Like Product Manifolds With Spin(7) Holonomy можно купить в указанных ниже магазинах. Категория: Наука и образование Товарная группа: Геометрия Продавец: Интернет-магазин Цена в магазине 4 руб. В магазин. Оставить отзыв. Оставить отзыв о «(3+3+2) Warped-Like Product Manifolds With Spin(7) Holonomy».

Советую купить Не советую покупать. Selman Uguz. In the theory of Riemannian holonomy groups there are two exceptional cases, the holonomy group G_2 in 7-dimensional and the holonomy group Spin(7) in 8-dimensional manifolds.

View Selman UGUZ’S profile on LinkedIn, the world's largest professional community. Selman has 8 jobs listed on their profile. See the complete profile on LinkedIn and discover Selman’s connections and jobs at similar companies.  (3+3+2) Warped-Like Product Manifolds With Spin(7) Holonomy. LAP LAMBERT Academic Publishing. January Selman Uguz "(3+3+2) Warped-Like Product Manifolds With Spin(7) Holonomy". ОтложитьОтложено. Описание.  Точную стоимость уточняйте у продавца.

Товары в разделе «Вместе с этим покупают» подобраны автоматически. Совместимость товаров уточняйте у продавца или производителя. Процент скидки рассчитан автоматически. I Автор: Selman Uguz Издательство: LAP Lambert Academic Publishing Страниц: (дополнить информацию о товаре). Поделиться: Отзывы.  Где купить товар: (3+3+2) Warped-Like Product Manifolds With Spin(7) Holonomy.

В данный момент нет вариантов покупки товара. Если вы являетесь продавцом, свяжитесь с нами для публикации данных. Связаться с нами. Производителям товара: (3+3+2) Warped-Like Product Manifolds With Spin(7) Holonomy.

В данный момент за товаром не закреплен его производитель. Если Вы являетесь производителем данного товара, вы можете связаться с нами для прямого редактирования данных о товаре. Связаться с нами. We define warped-like product manifolds and prove that if M is a 3+3+2 warped-like product manifold where the fibers are connected, simply connected and complete and if M has Spin(7) holonomy, then the fibers are isometric to S3.

This work is an abbreviated version of the paper [Bilge, A. H., Uguz, S., Warped-like products manifolds with Spin(7) holonomy, submitted for publication]. Do you want to read the rest of this article? Request full-text. Citations (4). References (1). Fiber structures of special (4 + 3 + 1) warped-like manifolds with Spin(7) holonomy. Article. Sep

txt, fb2, fb2, rtf