• Avistamientos de Orcinus orca (Linnaeus, 1758) (Cetartiodactyla: Odontoceti: Delphinidae) en el Pacífico costarricense (1990-2020) 

  Castro Azofeifa, César (2021-09)

  Las orcas son cetáceos poco estudiados en el trópico, y sus desplazamientos por aguas costarricenses han sido escasamente abordados. Son animales de gran importancia ecológica debido a su rol como depredadores top, y ...

• Algoritmos de aprendizaje automático en la identificación de miARNS potencialmente asociados a discapacidades intelectuales no sindrómicas 

  González Betancur, Julián (2022-05-20)

  Las Discapacidades intelectuales (IDs) son un grupo de trastornos del neuro-desarrollo con una alta heterogeneidad fenotípica y genotípica. La asociación de elementos genéticos, como genes, micro-ARNs o ARNs largos no ...

• Caracterización de la interacción con el ADN y de las propiedades proinflamatorias de nanopartículas de hidroxiapatitas modificadas 

  Fernández Fernández, Ericka Adriana (2020)

  La hidroxiapatita (Hap) es un ortofosfato de calcio que constituye el principal componente mineral de los mamíferos y se encuentra presente en huesos, dientes, piel y tendones. Este compuesto ha sido utilizado ampliamente ...

• A multilayer network model of Covid-19: implications in public health policy in Costa Rica 

  Sánchez Peña, Fabio Ariel; Calvo Alpízar, Juan Gabriel; Mery, Gustavo; García Puerta, Yury Elena; Vásquez Brenes, Paola Andrea; Barboza Chinchilla, Luis Alberto; Pérez Rosales, María Dolores; Rivas, Tania (2022-05)

  Successful partnerships between researchers, experts, and public health authorities have been critical to navigate the challenges of the Covid-19 pandemic worldwide. In this collaboration, mathematical models have played ...

• Algebras of distributions suitable for phase-space quantum mechanics. III. The dual space of the algebra L_b(S) 

  Gracia Bondía, José M.; Várilly Boyle, Joseph C.; Figueroa, Héctor (1989-09)

  The strong dual space of the topological algebra L_b(S), where S is the Schwartz space of smooth declining functions on R, may be obtained as an inductive limit of projective limits of Hilbert spaces. To that end, we ...

• Las representaciones metapléctica y de espín de ciertos grupos de simetría: un estudio comparativo 

  Naranjo Alvarado, Adrián José (2021-09)

  Los espacios de Fock son una construcción algebraica utilizada en mecánica cuántica para construir el espacio de estados cuánticos de un número desconocido de partículas idénticas a partir de una sola partícula, que ...

• The Stratonovich-Weyl correspondence: A general approach to Wigner functions 

  Várilly Boyle, Joseph C. (1989)

  A formalism is proposed for developing phase-space representations of elementary quantum systems under general invariance groups. Several examples are discussed, including the usual Weyl calculus, the Moyal formulation ...

• On asymptotic expansions of twisted products 

  Estrada Navas, Ricardo; Gracia Bondía, José M.; Várilly Boyle, Joseph C. (1989-12)

  The series development of the quantum-mechanical twisted product is studied. The series is shown to make sense as a moment asymptotic expansion of the integral formula for the twisted product, either pointwise or in the ...

• Phase-space representation for Galilean quantum particles of arbitrary spin 

  Gracia Bondía, José M.; Várilly Boyle, Joseph C. (1988-09)

  The phase-space approach to quantization is extended to incorporate spinning particles with Galilean symmetry. The appropriate phase space is the coadjoint orbit R^6 x S^2. From two basic principles, traciality and ...

• Quadratic Hamiltonians in phase-space quantum mechanics 

  Gadella, Manuel; Gracia Bondía, José M.; Nieto, Luis M.; Várilly Boyle, Joseph C. (1989-07)

  The dynamical evolution is described within the phase-space formalism by means of the Moyal propagator, which is the symbol of the evolution operator. Quadratic Hamiltonians on the phase space are distinguished in that ...

• Global Sources of Moisture: characterization and study of its variability 

  Castillo Rodríguez, Rodrigo Alberto (2015)

  The current work is a climatological study and characterization of the global sources of moisture for continental precipitation based on a Lagrangian analysis technique. It consists of a synopsis of a series of articles ...

• The significance of physiologically structured models for fish stock dynamics 

  Gracia Bondía, José M.; Várilly Boyle, Joseph C. (1988)

  The present working document contains the initial papers of a series whose ultimate purpose is to provide a realistic basis for a fresh appraisal of both the surplus production and the dynamic pool approaches to fishery ...

• Typification of Costa Rican Orchidaceae described by Rudolf Schlechter. Species variorum collectorum 

  Pupulin, Franco; Chinchilla Alvarado, Isler Fabián; Rojas Alvarado, Gustavo; Fernández Campos, Melania; Ossenbach, Carlos; Bogarín Chaves, Diego Gerardo (2022-04)

  The typification of 53 orchid species described by Rudolf Schlechter based on specimens gathered in Costa Rica by Paul (Pablo) Biolley, Juan José Cooper Sandoval, Auguste R. Endrés, Carl Hoffmann, Emel Jiménez Segura, Otón ...

• Algebras of distributions suitable for phase‐space quantum mechanics. II. Topologies on the Moyal algebra 

  Várilly Boyle, Joseph C.; Gracia Bondía, José M. (1988-06-04)

  The topology of the Moyal *-algebra may be defined in three ways: the algebra may be regarded as an operator algebra over the space of smooth declining functions either on the configuration space or on the phase space ...

• A posteriori error analysis of mixed finite element methods for stress-assisted diffusion problems 

  Gatica, Gabriel N.; Gómez Vargas, Bryan Andrés; Ruiz Baier, Ricardo (2022)

  We develop the a posteriori error analysis for mixed-primal and fully-mixed finite element methods approximating the stress-assisted diffusion of solutes in elastic materials. The systems are formulated in terms of stress, ...

• Velocity‑vorticity‑pressure formulation for the Oseen problem with variable viscosity 

  Anaya Domínguez, Verónica; Caraballo, Rubén; Gómez Vargas, Bryan Andrés; Mora Herrera, David; Ruiz Baier, Ricardo (2021)

  We propose and analyse an augmented mixed finite element method for the Oseen equations written in terms of velocity, vorticity, and pressure with non-constant viscosity and homogeneous Dirichlet boundary condition for the ...

• Stability of a second-order method for phase change in porous media flow 

  Álvarez Guadamuz, Mario Andrés; Gómez Vargas, Bryan Andrés; Ruiz Baier, Ricardo; Woodfield, James (2018)

  We analyse the stability of a second-order finite element scheme for the primal formulation of a Brinkman-Boussinesq model where the solidification process influences the drag and the viscosity. The problem is written in ...

• Incorporating variable viscosity in vorticity-based formulations for Brinkman equations 

  Anaya Domínguez, Verónica; Gómez Vargas, Bryan Andrés; Mora Herrera, David; Ruiz Baier, Ricardo (2019-06)

  In this brief note, we introduce a non-symmetric mixed finite element formulation for Brinkman equations written in terms of velocity, vorticity, and pressure with non-constant viscosity. The analysis is performed by the ...

• Rotation-Based Mixed Formulations for an Elasticity-Poroelasticity Interface Problem 

  Anaya Domínguez, Verónica; De Wijn, Zoa; Gómez Vargas, Bryan Andrés; Mora Herrera, David; Ruiz Baier, Ricardo (2020)

  In this paper we introduce a new formulation for the stationary poroelasticity equations written using the rotation vector and the total fluid-solid pressure as additional unknowns, and we also write an extension to the ...

• Algebras of distributions suitable for phase‐space quantum mechanics. I 

  Gracia Bondía, José M.; Várilly Boyle, Joseph C. (1988-06-04)

  The twisted product of functions on R^2N is extended to a *-algebra of tempered distributions which contains the rapidly decreasing smooth functions, the distributions of compact support, and all polynomials, and moreover ...

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