R functions for quantifying nonindependence in standard dyadic and SRM designs

Interdependence is the main feature of dyadic relationships and, in recent years, various statistical procedures have been proposed for quantifying and testing this social attribute in different dyadic designs. The purpose of this paper is to develop several functions for this kind of statistical tests in an R package, known as nonindependence, for use by applied social researchers. A Graphical User Interface (GUI) is also developed to facilitate the use of the functions included in this package. Examples drawn from psychological research and simulated data are used to illustrate how the software works.

Measurement of the specific heat and determination of the thermodynamic functions of relaxed amorphous silicon

The specific heat, cp, of two amorphous silicon (a-Si) samples has been measured by differential scanning calorimetry in the 100–900K temperature range. When the hydrogen content is reduced by thermal annealing, cp approaches the value of crystalline Si (c-Si). Within experimental accuracy, we conclude that cp of relaxed pure a-Si coincides with that of c-Si. This result is used to determine the enthalpy, entropy, and Gibbs free energy of defect-free relaxed a-Si. Finally, the contribution of structural defects on these quantities is calculated and the melting point of several states of a-Si is predicted

Emerging functions of myelin associated proteins during development neuronal plasticity and and neurpdegeneration.

Adult mammalian central nervous system (CNS) axons have a limited regrowth capacity following injury. Myelin-associated inhibitors (MAIs) limit axonal outgrowth and their blockage improves the regeneration of damaged fiber tracts. Three of these proteins, Nogo-A, MAG and OMgp, share two common neuronal receptors: NgR1, together with its co-receptors (p75(NTR), TROY and Lingo-1), and the recently described paired immunoglobulin-like receptor B (PirB). These proteins impair neuronal regeneration by limiting axonal sprouting. Some of the elements involved in the myelin inhibitory pathways may still be unknown, but the discovery that blocking both PirB and NgR1 activities leads to near-complete release from myelin inhibition, sheds light on one of the most competitive and intense fields of neuroregeneration study during in recent decades. In parallel with the identification and characterization of the roles and functions of these inhibitory molecules in axonal regeneration, data gathered in the field strongly suggest that most of these proteins have roles other than axonal growth inhibition. The discovery of a new group of interacting partners for myelin-associated receptors and ligands, as well as functional studies within or outside the CNS environment, highlights the potential new physiological roles for these proteins in processes such as development, neuronal homeostasis, plasticity and neurodegeneration.

Traces of functions in Fock spaces on lattices of critical density

Following a scheme of Levin we describe the values that functions in Fock spaces take on lattices of critical density in terms of both the size of the values and a cancelation condition that involves discrete versions of the Cauchy and Beurling-Ahlfors transforms.

Uniform estimates in the Poincare-Aronszajn theorem on the separation of singularities of analytic functions

We study the possibility of splitting any bounded analytic function $f$ with singularities in a closed set $E\cup F$ as a sum of two bounded analytic functions with singularities in $E$ and $F$ respectively. We obtain some results under geometric restrictions on the sets $E$ and $F$ and we provide some examples showing the sharpness of the positive results.

Hardy’s inequalities for monotone functions on partly ordered measure spaces

We characterize the weighted Hardy inequalities for monotone functions in Rn +. In dimension n = 1, this recovers the standard theory of Bp weights. For n > 1, the result was previously only known for the case p = 1. In fact, our main theorem is proved in the more general setting of partly ordered measure spaces.

Estequiometria i metabolòmica d'Alopecurus pratensis i Holcus lanatus en condicions de sequera

La variabilitat de l’estequiometria elemental dels organismes a causa de l’ontogènia i dels canvis en les condicions ambientals està relacionada amb la variabilitat metabolòmica. Això és degut a que els elements operen majoritàriament com a parts de compostos moleculars. Així doncs, la hipòtesi realitzada per Rivas-Ubach et al., (2012), la qual postula que els estudis estequiomètrics i metabolòmics d’un conjunt d’espècies vegetals exposades a condicions ambientals diferents han de mostrar la flexibilitat que posseeix un organisme a l’hora de modular la seva estequiometria i el seu metaboloma per tal de mantenir la forma òptima sota condicions variants, esdevé la base que sustenta l’experiment EVENT II. A partir de l’estudi de les relacions estequiomètriques, -principalment C:N:P- i del metabolisme d’Alopecurus pratensis i Holcus lanatus en situacions simulades de sequera, s’han obtingut resultats que evidencien una clara diferenciació a nivell d’espècie, de part de la planta i de tractament. El metabolisme i l’estequiometria diferencial que presenten ambdues gramínies dóna suport a la hipòtesi del nínxol biogeoquímic. A nivell de parts de la planta, s’observa un clar augment de la relació C:nutrients a la part aèria, mentre que a les arrels, aquesta relació disminueix. La part aèria doncs, necessita més C per invertir en funcions estructurals, mentre que l’elevada concentració de nutrients i metabòlits a les arrels donen indicis de la presència de mecanismes osmòtics per a facilitar l’entrada d’aigua, i de creixement, per a la recerca de noves fonts d’aigua, observant-se una disminució de la relació part aèria:arrels. Un altre factor que demostra aquest creixement radicular són les baixes relacions N:P trobades, fet que dóna suport a la hipòtesi de la velocitat de creixement.

Agenda web modular

El proyecto consiste en la realización de una agenda web modular, utilizando para ello las tecnologías de la plataforma J2EE mediante frameworks (Hibernate y Spring) y un patrón de arquitectura (MVC). La agenda se ha realizado para ser gestionada por un servidor Apache Tomcat y sus datos almacenados en MySQL.

Arquitectura, integració i implementació d'un projecte modular J2EE

L'objectiu principal del TFC consisteix en la creació d'una complexa estructura modular J2EE basada i mantinguda per Maven, amb la utilització com frameworks Spring, Hibernate i Flex principalment. Aquesta estructura permet reprendre el desenvolupament inicial, nous desenvolupaments i manteniments d'una aplicació, amb un cost temporal mínim per la part de l'equip de desenvolupament.

Una Proposta d'avaluació per competències a la universitat en una estructura modular

En aquest treball presentem una proposta d’avaluació per competències en una estructura modular que és fruit de la nostra experiència com a professors universitaris. Volem oferir un instrument d’avaluació conjunta per a tot l’equip de professors de mòdul que sigui vàlid, àgil i operatiu i que permeti donar feedback a cada estudiant del seu procés d’aprenentatge. Després de presentar els trets més singulars de la nostra institució i exposar alguns referents teòrics en relació a l’avaluació de competències, indiquem quines són les competències que hem seleccionat i aprofundim en la metodologia de treball i avaluació de les mateixes. Aquesta metodologia varia segons els espais acadèmics: gran grup, grup mig i seminari. A cadascun d’aquests espais es treballen i s’avaluen unes competències determinades, tot i que d’una forma més genèrica totes es desenvolupen conjuntament ens els tres àmbits. Considerem que és fonamental assenyalar que no es tracta d’avaluar “per assignatures” ni “per activitats”, sinó d’avaluar les competències que es desenvolupen a través de les matèries i de les propostes de treball que s’especifiquen en el pla docent.. L’ instrument d’avaluació que presentem possibilita la participació de tot el professorat implicat en el mateix mòdul i alhora permet que cada professor utilitzi els seus propis indicadors d’avaluació, aconseguint harmonitzar les dinàmiques de treball individuals i de grup.

Endogenous growth with capital in R&D production functions

[eng] In this paper we claim that capital is as important in the production of ideas as in the production of final goods. Hence, we introduce capital in the production of knowledge and discuss the associated problems arising from the public good nature of knowledge. We show that although population growth can affect economic growth, it is not necessary for growth to arise. We derive both the social planner and the decentralized economy growth rates and show the optimal subsidy that decentralizes it. We also show numerically that the effects of population growth on the market growth rate, the optimal growth rate and the optimal subsidy are small. Besides, we find that physical capital is more important for the production of knowledge than for the production of goods.

Endogenous growth with capital in R&D production functions

[eng] In this paper we claim that capital is as important in the production of ideas as in the production of final goods. Hence, we introduce capital in the production of knowledge and discuss the associated problems arising from the public good nature of knowledge. We show that although population growth can affect economic growth, it is not necessary for growth to arise. We derive both the social planner and the decentralized economy growth rates and show the optimal subsidy that decentralizes it. We also show numerically that the effects of population growth on the market growth rate, the optimal growth rate and the optimal subsidy are small. Besides, we find that physical capital is more important for the production of knowledge than for the production of goods.

Characterization of Reward Functions in Networks with Costs

In this paper we study network structures in which the possibilities for cooperation are restricted and can not be described by a cooperative game. The benefits of a group of players depend on how these players are internally connected. One way to represent this type of situations is the so-called reward function, which represents the profits obtainable by the total coalition if links can be used to coordinate agents' actions. The starting point of this paper is the work of Vilaseca et al. where they characterized the reward function. We concentrate on those situations where there exist costs for establishing communication links. Given a reward function and a costs function, our aim is to analyze under what conditions it is possible to associate a cooperative game to it. We characterize the reward function in networks structures with costs for establishing links by means of two conditions, component permanence and component additivity. Finally, an economic application is developed to illustrate the main theoretical result.

Bandlimited Lipschitz functions

We study the space of bandlimited Lipschitz functions in one variable. In particular we provide a geometrical description of interpolating and sampling sequences for this space. We also give a description of the trace of such functions to sequences of critical density in terms of a cancellation condition.

Estimation of age- and stage-specific Catalan breast cancer survival functions using US and Catalan survival data

Background: During the last part of the 1990s the chance of surviving breast cancer increased. Changes in survival functions reflect a mixture of effects. Both, the introduction of adjuvant treatments and early screening with mammography played a role in the decline in mortality. Evaluating the contribution of these interventions using mathematical models requires survival functions before and after their introduction. Furthermore, required survival functions may be different by age groups and are related to disease stage at diagnosis. Sometimes detailed information is not available, as was the case for the region of Catalonia (Spain). Then one may derive the functions using information from other geographical areas. This work presents the methodology used to estimate age- and stage-specific Catalan breast cancer survival functions from scarce Catalan survival data by adapting the age- and stage-specific US functions. Methods: Cubic splines were used to smooth data and obtain continuous hazard rate functions. After, we fitted a Poisson model to derive hazard ratios. The model included time as a covariate. Then the hazard ratios were applied to US survival functions detailed by age and stage to obtain Catalan estimations. Results: We started estimating the hazard ratios for Catalonia versus the USA before and after the introduction of screening. The hazard ratios were then multiplied by the age- and stage-specific breast cancer hazard rates from the USA to obtain the Catalan hazard rates. We also compared breast cancer survival in Catalonia and the USA in two time periods, before cancer control interventions (USA 1975–79, Catalonia 1980–89) and after (USA and Catalonia 1990–2001). Survival in Catalonia in the 1980–89 period was worse than in the USA during 1975–79, but the differences disappeared in 1990–2001. Conclusion: Our results suggest that access to better treatments and quality of care contributed to large improvements in survival in Catalonia. On the other hand, we obtained detailed breast cancer survival functions that will be used for modeling the effect of screening and adjuvant treatments in Catalonia.