Материалов:
1 005 012

Репозиториев:
30

Авторов:
761 409

По вашему запросу найдено документов: 20387

Страница 1 из 2039

Strictly flat cyclic Frechet modules and approximate identities
Pirkovskii A.Y.
not have a bounded a.i. On the other hand, we show that a quasinormable locally m-convex Frechet algebra
Flat cyclic Fréchet modules, amenable Fréchet algebras, and approximate identities
Pirkovskii A.YU.
quasinormable locally m-convex Fréchet algebra has a locally b.a.i. if and only if it has a b.a.i. On the other
Singular Integral Equations on Non-Smooth Curves in Hölder–Frechét Space
Kats B., Mironova S., Pogodina A.
Singular Integral Equations on Non-Smooth Curves in Hölder–Frechét Space
On the convergence of order-preserving weak greedy algorithms
Sil'nichenko A.V.
Quasinormed space
On Holder’s Inequality in Lebesgue Spaces with Variable Order of Summability
Burenkov V.I., Tararykova T.V.
In this paper, we introduce a new version of the definition of a quasinorm (in particular, a norm
Locally Convex Limit Spaces of Measurable Functions with Order Units and Its Duals
© 2018, Pleiades Publishing, Ltd. We consider linear normed spaces of measurable functions
Controllability for a nonlinear abstract evolution equation
Rozanova A.V.
equation in Banach space when the control is a multiplier on the right-hand side. We obtain sufficient
Inductive and projective limits of Banach spaces of measurable functions with order unities with respect to power parameter
Novikov A., Eskandarian Z.
if and only if there exist at least two equivalent norms by order unit spaces with order unities fα and fβ
Partition of a unity on infinite-dimensional manifold of the Lipschiz class Lipk
Al Nafie Z.
for infinitedimensional manifold M modeled in nonnormable topological vector Fréchet space F. We establish that a manifold
Topological splines in locally convex spaces
Kolesnikov A.P.
In the present paper, we propose a new approximation method in different function spaces. A

Страница 1 из 2039

Фасеты

Новости проекта

Новости

Партнеры

КФУ
ТГУ
Elpub
СФУ
Webpublishers

Индексация

BASE
WorldCat
OpenAIRE
EDS
core