Add to ORKG[EN] Let X be a topological space, if we have a homomorphism Phi of C(X) in R, we denote by C(X) the algebra of continuous functions, then there exists a real Alpha such that for all f in C(X) it holds that Phi(f) = f (Alpha), i.e., Phi is an evaluation.[ES] Sea X un espacio topológico, si tenemos un homomorfismo Phi de C(X) en R, denotamos por C(X) el álgebra de las funciones continuas, existe un Alpha real tal que para todo f en C(X) se cumple que Phi(f) = f(Alpha); es decir, que Phi es una evaluaciónBerroa Liriano, CM. (2013). Homomorfismos real valuados en álgebras de funciones continuas. http://hdl.handle.net/10251/39886Archivo delegad
The word “Mathematics” comes from Greek word “Mathema” which means science, knowledge or learning; m...
The present communication constitutes an exposition of the results published in [2] and [3]. They ar...
A fundamental topological problem entails deciding when two topological spaces are homeomorphic. In ...
[EN] Let X be a topological space, if we have a homomorphism Phi of C(X) in R, we denote by C(X) the...
summary:It is shown that a homomorphism between certain topological algebras of holomorphic function...
Two continuous functions f,g: X → Y from a topological space X to another, Y are called homotopic if...
summary:This work provides an evaluating complete description of positive homomorphisms on an arbitr...
summary:This work provides an evaluating complete description of positive homomorphisms on an arbitr...
Let C (X) denote the lattice-ordered algebra of all real-valued continuous functions on a topologica...
Numerosos matemáticos han introducido invariantes algebraicos para el estudio de la homotopía propia...
Summary.- Let L be a unital vector lattice of continuous functions on a topological space X. We stud...
summary:By studying algebra homomorphisms, which act as point evaluations on each countable subset, ...
summary:By studying algebra homomorphisms, which act as point evaluations on each countable subset, ...
summary:By studying algebra homomorphisms, which act as point evaluations on each countable subset, ...
Thesis (Ph.D.)--Boston UniversityGiven two compact Hausdorff topological spaces X and Y and the corr...
The word “Mathematics” comes from Greek word “Mathema” which means science, knowledge or learning; m...
The present communication constitutes an exposition of the results published in [2] and [3]. They ar...
A fundamental topological problem entails deciding when two topological spaces are homeomorphic. In ...
[EN] Let X be a topological space, if we have a homomorphism Phi of C(X) in R, we denote by C(X) the...
summary:It is shown that a homomorphism between certain topological algebras of holomorphic function...
Two continuous functions f,g: X → Y from a topological space X to another, Y are called homotopic if...
summary:This work provides an evaluating complete description of positive homomorphisms on an arbitr...
summary:This work provides an evaluating complete description of positive homomorphisms on an arbitr...
Let C (X) denote the lattice-ordered algebra of all real-valued continuous functions on a topologica...
Numerosos matemáticos han introducido invariantes algebraicos para el estudio de la homotopía propia...
Summary.- Let L be a unital vector lattice of continuous functions on a topological space X. We stud...
summary:By studying algebra homomorphisms, which act as point evaluations on each countable subset, ...
summary:By studying algebra homomorphisms, which act as point evaluations on each countable subset, ...
summary:By studying algebra homomorphisms, which act as point evaluations on each countable subset, ...
Thesis (Ph.D.)--Boston UniversityGiven two compact Hausdorff topological spaces X and Y and the corr...
The word “Mathematics” comes from Greek word “Mathema” which means science, knowledge or learning; m...
The present communication constitutes an exposition of the results published in [2] and [3]. They ar...
A fundamental topological problem entails deciding when two topological spaces are homeomorphic. In ...