$The topology of fractal sets induced by a certain type of multivalued functions /$
QR kód

QR kód

The topology of fractal sets induced by a certain type of multivalued functions /

Uloženo v:

Podrobná bibliografie
Hlavní autor:	Takeo, Fukiko.
Médium:	Článek
Jazyk:	English
Témata:	End point Fractal Infinite sequences Invariant set Multivalued function Quotient space
Tagy:	Přidat tag Žádné tagy, Buďte první, kdo otaguje tento záznam!

Thư viện lưu trữ:	Thư viện Trường Đại học Đà Lạt

Podobné jednotky

Random fixed point theorems for multivalued inward random operators on Banach spaces /
Autor: Beg, Ismat.

The necessity of the caratheodory conditions for the lower semicontinuity in measure of the multivalued nemytskii operator /
Autor: Ponosov, Arcady V.

Measure, topology, and fractal geometry /
Autor: Edgar, Gerald A., 1949-
Vydáno: (1990)

Classics on fractals /
Vydáno: (1993)

Fractals for the classroom /
Vydáno: (1991)

Fractal growth phenomena
Autor: Vicsek, Tamás
Vydáno: (1992)

Fractal growth phenomena /
Autor: Vicsek, Tamas.
Vydáno: (1989)

Fractal growth phenomena /
Autor: Vicsek, Tamas.
Vydáno: (1989)

Fractals
Autor: Hans Lauwerier
Vydáno: (1991)

Self-similarity in spaces of homogeneous type /
Autor: Marchi, M. V.

Dynamical equivalence of impulsive differential equations /
Autor: Reinfelds, Andrejs.

Creating fractals
Autor: Stevens, Roger T.
Vydáno: (2005)

Creating fractals
Autor: Roger T. Stevens
Vydáno: (2005)

Stability of index pairs for flows /
Autor: Allili, Madjid.

Multivalued Tfkhonov trajectories ofgeneral affine variational inequalities
Autor: Nguyễn, Thị Thu Hương, a další
Vydáno: (2012)

Chaos in ordinary differential equations with multivalued perturbations : Applications to dry friction problems /
Autor: Feckan, Michal.

Analysis on fractals /
Autor: Kigami, Jun
Vydáno: (2001)

Analysis on fractals /
Autor: Kigami, Jun.
Vydáno: (2001)

Infinite dimensional radial basis function neural networks for nonlinear transformations on function spaces /
Autor: Leblebicioglu, Kemal.

Existence of solutions and of multiple solutions for eigenvalue problems of hemivariational inequalities /
Autor: Gasinski, L.

Mathematics of fractals /
Autor: Yamaguchi, Masaya, 1925-
Vydáno: (1997)

Về Fractal và tập cantor
Autor: Đỗ, Văn Thọ
Vydáno: (2020)

Fractals for the classroom : strategic activities /
Vydáno: (1999)

Fractal geometry and analysis /
Vydáno: (1991)

Fractal geometry in digital imaging /
Autor: Turner, Martin J.
Vydáno: (1998)

A topological degree of multivalued mappings of K-compact type /
Autor: Gajicc, Ljiljana.

Fractal imaging /
Autor: Lu, Ning, 1963-
Vydáno: (1997)

Two criterions of Wiener type for minimally thin sets and rarefied sets in a cone /
Autor: Miyamoto, Ikuko.

Topology on spaces of holomorphic mappings /
Autor: Nachbin, Leopoldo.
Vydáno: (1969)

Topological vector spaces, distributions and kernels /
Autor: Treves, Francois, 1930-
Vydáno: (1967)

Fractal image compression : theory and application /
Vydáno: (1995)

Blocking sets in the complement of hyperplane arrangements in projective space /
Autor: Settepanella, S.

Multivalued differential equations.
Autor: Deimling, Klaus, 1943-
Vydáno: (1992)

A generalized degree of multivalued mappings and its applications to nonlinear problems /
Autor: Borisovich, Yuri G.

An experimental study of the difficulties involved in learning the group concept = Một nghiên cứu thực nghiệm về các khó khăn liên quan đến việc học khái niệm nhóm thương /
Autor: Nguyen Ai Quoc.

Fractals, diffusion, and relaxation in disordered complex systems
Vydáno: (2006)

Characterizing solutio set of a nonconvex programming problem via its dual problems /
Autor: Do Sang Kim.

Characterizing solution set of a nonconvex programming problem via its dual problems
Autor: Đỗ, Sang Kim, a další
Vydáno: (2014)

Topology of singular spaces and constructible sheaves /
Autor: Schürmann, Jörg.
Vydáno: (2003)

Analyte-receptor binding kinetics for biosensor applications : An analysis of the influence of the fractal dimension on the binding rate coefficient /
Autor: Sadana, Ajit.