Add to ORKGWe present a Choquet-Deny-type theorem in weighted spaces together with an application to simultaneous approximation and interpolation from inf-lattices generated by convex sets. Moreover, we determine a characterization of the Korovkin closure of vector lattices and, as a consequence, a different proof of the Stone-Weierstrass theorem for some weighted spaces
Korovkin type approximation closures are discussed in the spaces of vector-valued functions on compa...
In this paper, we establish some density theorems in the setting of particular locally convex vecto...
This book presents a unified approach to Korovkin-type approximation theorems. It includes classical...
AbstractWe investigate an approximation problem in weighted spaces of continuous functions whose dom...
We present a Choquet-Deny-type theorem for downward filtering convex sets of continuous functions an...
We prove a version of the Choquet-Deny and Kakutani-Stone approximation theorems for convex and conv...
This book presents the evolution of uniform approximations of continuous functions. Starting from th...
We prove a version of the Choquet-Deny and Kakutani-Stone approximation theorems for convex and conv...
We review some recent results concerning a class of locally convex vector lattices of continuous fu...
AbstractIn this work we state and prove a Korovkin type theorem for the weighted space Lp,ω(R) and a...
The power of the original result by Korovkin impressed many mathematicians and hence a considerable ...
WOS: 000249224000003In this work we state and prove a Korovkin type theorem for the weighted space L...
In this work we obtain, under suitable conditions, theorems of Korovkin type for spaces with differe...
We consider some Korovkin-type approximation results for sequences of linear continuous operators in...
In this paper we consider power series method which is also member of the class of all continuous su...
Korovkin type approximation closures are discussed in the spaces of vector-valued functions on compa...
In this paper, we establish some density theorems in the setting of particular locally convex vecto...
This book presents a unified approach to Korovkin-type approximation theorems. It includes classical...
AbstractWe investigate an approximation problem in weighted spaces of continuous functions whose dom...
We present a Choquet-Deny-type theorem for downward filtering convex sets of continuous functions an...
We prove a version of the Choquet-Deny and Kakutani-Stone approximation theorems for convex and conv...
This book presents the evolution of uniform approximations of continuous functions. Starting from th...
We prove a version of the Choquet-Deny and Kakutani-Stone approximation theorems for convex and conv...
We review some recent results concerning a class of locally convex vector lattices of continuous fu...
AbstractIn this work we state and prove a Korovkin type theorem for the weighted space Lp,ω(R) and a...
The power of the original result by Korovkin impressed many mathematicians and hence a considerable ...
WOS: 000249224000003In this work we state and prove a Korovkin type theorem for the weighted space L...
In this work we obtain, under suitable conditions, theorems of Korovkin type for spaces with differe...
We consider some Korovkin-type approximation results for sequences of linear continuous operators in...
In this paper we consider power series method which is also member of the class of all continuous su...
Korovkin type approximation closures are discussed in the spaces of vector-valued functions on compa...
In this paper, we establish some density theorems in the setting of particular locally convex vecto...
This book presents a unified approach to Korovkin-type approximation theorems. It includes classical...