An implicit function theorem in locally convex spaces is proved. As an application we study the stability, with respect to a parameter λ, of the solutions of the Hammerstein equation x λKFx in a locally convex space. Copyright q 2009 M. Tavernise and A. Trombetta. This is an open access article distributed under the Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is properly cited. 1
We first generalize the classical implicit function theorem of Hildebrandt and Graves to the case wh...
Robinson's implicit function theorem has played a mayor role in the analysis of stability of optimiz...
AbstractThis article studies the problem of minimizing ∫ΩF(Du)+G(x,u) over the functions u∈W1,1(Ω) t...
An implicit function theorem in locally convex spaces is proved. As an application we study the sta...
AbstractThe implicit-function theorem deals with the solutions of the equation F(x, t) = a for local...
Dottorato di Ricerca in Matematica ed Informatica, XXI Ciclo,2008-2009Università della Calabri
The implicit function theorem asserts that there exists a ball of nonzero radius within which one ca...
The implicit function theorem asserts that there exists a ball of nonzero radius within which one ca...
The equation F(x, σ) = 0,x K, in which σ is a parameter and x is an unknown taking values in a given...
We consider the equation F(x, σ) = 0, x ∈ K, in which σ is a parameter and x is an unknown variable ...
The article deals with the equation F(x,sigma) = 0 quad (x in U)tag1 where F: X times Sigma to Y is ...
In this paper the problem of absolute stability is revisited. It is shown that it is possible to use...
Schmets Jean. Locally convex properties of the spaces of continuous functions vanishing on a fixed s...
Abstract We introduce a new concept of convexity that depends on a function F : R × R × R × ( 0 , 1 ...
This paper deals with the proof of implicit function theorems for certain classes of set-valued func...
We first generalize the classical implicit function theorem of Hildebrandt and Graves to the case wh...
Robinson's implicit function theorem has played a mayor role in the analysis of stability of optimiz...
AbstractThis article studies the problem of minimizing ∫ΩF(Du)+G(x,u) over the functions u∈W1,1(Ω) t...
An implicit function theorem in locally convex spaces is proved. As an application we study the sta...
AbstractThe implicit-function theorem deals with the solutions of the equation F(x, t) = a for local...
Dottorato di Ricerca in Matematica ed Informatica, XXI Ciclo,2008-2009Università della Calabri
The implicit function theorem asserts that there exists a ball of nonzero radius within which one ca...
The implicit function theorem asserts that there exists a ball of nonzero radius within which one ca...
The equation F(x, σ) = 0,x K, in which σ is a parameter and x is an unknown taking values in a given...
We consider the equation F(x, σ) = 0, x ∈ K, in which σ is a parameter and x is an unknown variable ...
The article deals with the equation F(x,sigma) = 0 quad (x in U)tag1 where F: X times Sigma to Y is ...
In this paper the problem of absolute stability is revisited. It is shown that it is possible to use...
Schmets Jean. Locally convex properties of the spaces of continuous functions vanishing on a fixed s...
Abstract We introduce a new concept of convexity that depends on a function F : R × R × R × ( 0 , 1 ...
This paper deals with the proof of implicit function theorems for certain classes of set-valued func...
We first generalize the classical implicit function theorem of Hildebrandt and Graves to the case wh...
Robinson's implicit function theorem has played a mayor role in the analysis of stability of optimiz...
AbstractThis article studies the problem of minimizing ∫ΩF(Du)+G(x,u) over the functions u∈W1,1(Ω) t...