Publication date
March 2023
DOIAbstract
In this note, we show that the Brouwer fixed point theorem in open strictly star-shaped sets is equivalent to a number of results closely related to the Euclidean spaces
In this note, we show that the Brouwer fixed point theorem in open strictly star-shaped sets is equivalent to a number of results closely related to the Euclidean spaces
This thesis deals with images of compact convex sets under a continuous mapping. We will show a comb...
It is by now common knowledge that Brouwer gave mathematics in 1911 a miraculous tool, the fixed poi...
AbstractIn an earlier note, S. P. Singh gave an extension of a theorem of Brosowski in a normed line...
The familiar Brouwer fixed point theorem says that any continuous self-map f on a compact convex sub...
The aim of this work was to present different approaches to the proof of Brouwer fixed point theorem...
Several conjectured and proven generalizations of the Brouwer Fixed Point Theorem are examined, the ...
AbstractIn 1981, R. Haydon, E. Odell, and Y. Sternfeld [R. Haydon, E. Odell, Y. Sternfeld, A fixed p...
We give an elementary proof of the Brouwer fixed point theorem. The proof is verifiable for most of ...
Summary. In this article we prove the Brouwer fixed point theorem for an arbitrary convex compact su...
Summary. In this article we prove the Brouwer fixed point theorem for an arbitrary simplex which is ...
In this paper, by introducing twice continuously differentiable mappings, we develop an interior pat...
In this paper we survey a set of Brouwer fixed point theorem equivalents. These equivalents are divi...
Abstract There seems to be a love-hate relationship between Brouwer’s fixed point theorem and the fu...
A fixed point of a function f from a set X into itself is a point x0 satisfying f(x0) = x0. Theorem...
Fixed point theorems are the standard tool used to prove the existence of equilibria in mathematical...
This thesis deals with images of compact convex sets under a continuous mapping. We will show a comb...
It is by now common knowledge that Brouwer gave mathematics in 1911 a miraculous tool, the fixed poi...
AbstractIn an earlier note, S. P. Singh gave an extension of a theorem of Brosowski in a normed line...
The familiar Brouwer fixed point theorem says that any continuous self-map f on a compact convex sub...
The aim of this work was to present different approaches to the proof of Brouwer fixed point theorem...
Several conjectured and proven generalizations of the Brouwer Fixed Point Theorem are examined, the ...
AbstractIn 1981, R. Haydon, E. Odell, and Y. Sternfeld [R. Haydon, E. Odell, Y. Sternfeld, A fixed p...
We give an elementary proof of the Brouwer fixed point theorem. The proof is verifiable for most of ...
Summary. In this article we prove the Brouwer fixed point theorem for an arbitrary convex compact su...
Summary. In this article we prove the Brouwer fixed point theorem for an arbitrary simplex which is ...
In this paper, by introducing twice continuously differentiable mappings, we develop an interior pat...
In this paper we survey a set of Brouwer fixed point theorem equivalents. These equivalents are divi...
Abstract There seems to be a love-hate relationship between Brouwer’s fixed point theorem and the fu...
A fixed point of a function f from a set X into itself is a point x0 satisfying f(x0) = x0. Theorem...
Fixed point theorems are the standard tool used to prove the existence of equilibria in mathematical...
This thesis deals with images of compact convex sets under a continuous mapping. We will show a comb...
It is by now common knowledge that Brouwer gave mathematics in 1911 a miraculous tool, the fixed poi...
AbstractIn an earlier note, S. P. Singh gave an extension of a theorem of Brosowski in a normed line...
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