idUS - Author profile: Hernández Mancera, Carmen

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Name	Hernández Mancera, Carmen
Department	Matemática Aplicada II
Knowledge area	Matemática Aplicada
Professional category	Profesora Titular de Universidad
E-mail	Request

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Final Degree Project Aplicación de juegos cooperativos a una situación secuencial originada por el Covid-19 Basallote Galván, Manuela; Basallote Galván, Manuela; Hernández Mancera, Carmen; Hernández Mancera, Carmen; Troyano García, Javier; Troyano García, Javier (2020) En el sector productivo ya sea de manufactura o servicios, debido a las limitaciones de capacidad, es frecuente que los ...
Article Volterra operators and semigroups in weighted Banach spaces of analytic functions Basallote Galván, Manuela; Basallote Galván, Manuela; Contreras Márquez, Manuel Domingo; Contreras Márquez, Manuel Domingo; Hernández Mancera, Carmen; Hernández Mancera, Carmen; Martín, María J.; Martín, María J.; Paúl Escolano, Pedro José; Paúl Escolano, Pedro José (Springer Open Choice, 2014) We characterize the boundedness, compactness and weak compactness of Volterra operators Vg( f )(z) := z 0 f (ζ )g (ζ ) ...
Article Quasi-similarity of contractions having 2 x 2 a singular characteristic function Bermudo Navarrete, Sergio; Bermudo Navarrete, Sergio; Hernández Mancera, Carmen; Hernández Mancera, Carmen; Paúl Escolano, Pedro José; Paúl Escolano, Pedro José; Vasyunin, Vasily; Vasyunin, Vasily (Elsevier, 2008) LetT1:H1→H1be a completely non-unitary contraction having a 2×2 singular characteristic function Θ1; thatis, Θ1=[θi,j]i, ...
PhD Thesis Algunas aplicaciones de los modelos funcionales de operadores en espacios de Hilbert Hernández Mancera, Carmen; Hernández Mancera, Carmen; Paúl Escolano, Pedro José; Paúl Escolano, Pedro José; Bermudo Navarrete, Sergio; Bermudo Navarrete, Sergio (2003)
Article On Pták's generalization of Hankel operators Hernández Mancera, Carmen; Hernández Mancera, Carmen; Paúl Escolano, Pedro José; Paúl Escolano, Pedro José (Springer, 2001) In 1997 Pták defined generalized Hankel operators as follows: Given two contractions T1 ∈ B(H1) and T2 ∈ B(H2), an operator ...
Article Lifting the solutions of a Toeplitz type equation; the semigroup case X = TsXT*s Bermudo Navarrete, Sergio; Bermudo Navarrete, Sergio; Hernández Mancera, Carmen; Hernández Mancera, Carmen; Paúl Escolano, Pedro José; Paúl Escolano, Pedro José (Universita del Salento, 1995) A Toeplitz operator with respect to a contractive representation {Ts} of an abelian semigroup Σ in a Hilbert space H is ...