Add to ORKG2000 Mathematics Subject Classification: 46B03We prove that any Lipschitz mapping from a separable Banach space into any Banach space can be approximated by uniformly Gâteaux differentiable Lipschitz mapping.Supported by grants GAUK 277/2001, GA CR 201-01-1198, AV 101-90-03. This paper is a part of PhD thesis prepared under the supervision of Professor Petr Hájek
T. Popoviciu [5] has proved in 1965 the following inequality relating the values of a convex functio...
We define, for the trace of solution of vibrating plates equation, norms with initial conditions in ...
AbstractIn this paper we consider the following nonlinear evolution equation: φtt−Δφ−div13|∇φ|2∇φ=Δφ...
International audienceWe present a new continuum-based method for the realistic simulation of large-...
The theory of q-analysis has many applications in various sub-fields of mathematics and quantum phys...
In this article, a new subclass of univalent meromorphic under Bessel mapping function is defined. ...
In this papers ,we use the control method of the maximal fractional integral and obtain t...
In this papers ,we use the control method of the maximal fractional integral and obtain t...
In this papers ,we use the control method of the maximal fractional integral and obtain t...
AbstractLet E be an order continuous Köthe function space (or an order continuous Banach lattice) an...
AbstractWe provide an error estimate for the local mean projection approximation in Lp([0,τ∗]) for p...
AbstractIn this work, we prove a regularity criterion for micropolar fluid flows in terms of the pre...
AbstractLet f∈C(R). We are interested in lower and upper bounds of the integrals∫hHΔt2f(x)t1+αdt, wh...
For $p>\frac{2\lambda}{2\lambda+1}$ with $\lambda>0$, the Hardy spaces $H_{\lambda}^{p}(\mathbb{R}^{...
I will discuss the quantum Kahler structure, induced by the Fubini-Study metric, on the space of com...
T. Popoviciu [5] has proved in 1965 the following inequality relating the values of a convex functio...
We define, for the trace of solution of vibrating plates equation, norms with initial conditions in ...
AbstractIn this paper we consider the following nonlinear evolution equation: φtt−Δφ−div13|∇φ|2∇φ=Δφ...
International audienceWe present a new continuum-based method for the realistic simulation of large-...
The theory of q-analysis has many applications in various sub-fields of mathematics and quantum phys...
In this article, a new subclass of univalent meromorphic under Bessel mapping function is defined. ...
In this papers ,we use the control method of the maximal fractional integral and obtain t...
In this papers ,we use the control method of the maximal fractional integral and obtain t...
In this papers ,we use the control method of the maximal fractional integral and obtain t...
AbstractLet E be an order continuous Köthe function space (or an order continuous Banach lattice) an...
AbstractWe provide an error estimate for the local mean projection approximation in Lp([0,τ∗]) for p...
AbstractIn this work, we prove a regularity criterion for micropolar fluid flows in terms of the pre...
AbstractLet f∈C(R). We are interested in lower and upper bounds of the integrals∫hHΔt2f(x)t1+αdt, wh...
For $p>\frac{2\lambda}{2\lambda+1}$ with $\lambda>0$, the Hardy spaces $H_{\lambda}^{p}(\mathbb{R}^{...
I will discuss the quantum Kahler structure, induced by the Fubini-Study metric, on the space of com...
T. Popoviciu [5] has proved in 1965 the following inequality relating the values of a convex functio...
We define, for the trace of solution of vibrating plates equation, norms with initial conditions in ...
AbstractIn this paper we consider the following nonlinear evolution equation: φtt−Δφ−div13|∇φ|2∇φ=Δφ...