Amor y Melancolía en "El demonio de la depresión", de Andrew Solomon

Les taxes de prevalença de la depressió dins la població no deixen d’augmentar, però la causa per la qual una persona desenvolupa el trastorn, tot i les múltiples hipòtesis existents, encara segueix sent desconeguda. Els serveis sanitaris s’esforcen per intentar reduir la simptomatologia observable, per aconseguir, el més 6 aviat possible, que la persona recuperi la seva vida social i laboral. Però, què és el que realment hi ha darrere d'aquesta malaltia? Quin és el principal problema amb el que s’ha d’enfrontar la ment depressiva? . Una de les qüestions més reconegudes i manifestades per la majoria dels pacients melancòlics, és la impossibilitat que se sent davant l'amor. No es pot estimar, ni a un mateix ni tampoc als altres. Es fa obvi així, la existència d’una correlació entre la capacitat d'estimar i sentir-se estimat, i la depressió. És aquest vincle i la importància del mateix, el que es pretén estudiar i presentar en el següent treball. Per a això, s'ha realitzat una anàlisi de l'obra d'Andrew Solomon, El dimoni de la depressió, on es recull detalladament què és el que succeeix en la capacitat que té la persona d’estimar i sentir-se estimat durant aquesta malaltia, corroborant-lo i ampliant-lo, posteriorment, amb diferents referències literàries sobre la patologia esmentada. Finalment s'ha procedit, a través d'Erich Fromm i el seu llibre L'art d'estimar, a l'estudi o conceptualització de l'amor i la jerarquia que ocupa aquest durant la vida de qualsevol persona, per exposar així, les conseqüències de la manca d'aquest sentiment i la necessitat del mateix per poder conservar una ment sana.

De Andrew Carnegie a OverDrive, Amazon y ¿algo más? Biblioteca pública y préstamo de libros digitales en Estados Unidos

Ressenya de: 2012 survey of ebook usage in U.S. public libraries: third annual survey. LJ/SLJ Library Research Syndicate (LRS). [New York, N.Y.]: Library Journal, 2012. 108 p. Disponible en línia a: [Consulta: 27 feb. 2013].

The unbounded dead-end depth propertie is not a group invariant

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RECASTING THE ELLIOTT CONJECTURE

Let A be a simple, unital, finite, and exact C*-algebra which absorbs the Jiang-Su algebra Z tensorially. We prove that the Cuntz semigroup of A admits a complete order embedding into an ordered semigroup which is obtained from the Elliott invariant in a functorial manner. We conjecture that this embedding is an isomor phism, and prove the conjecture in several cases. In these same cases - Z-stable algebras all - we prove that the Elliott conjecture in its strongest form is equivalent to a conjecture which appears much weaker. Outside the class of Z-stable C*-algebras, this weaker conjecture has no known counterexamples, and it is plausible that none exist. Thus, we reconcile the still intact principle of Elliott's classification conjecture -that K-theoretic invariants will classify separable and nuclear C*-algebras- with the recent appearance of counterexamples to its strongest concrete form.

Accuracy vs. simplicity: a complex trade-off

Inductive learning aims at finding general rules that hold true in a database. Targeted learning seeks rules for the predictions of the value of a variable based on the values of others, as in the case of linear or non-parametric regression analysis. Non-targeted learning finds regularities without a specific prediction goal. We model the product of non-targeted learning as rules that state that a certain phenomenon never happens, or that certain conditions necessitate another. For all types of rules, there is a trade-off between the rule's accuracy and its simplicity. Thus rule selection can be viewed as a choice problem, among pairs of degree of accuracy and degree of complexity. However, one cannot in general tell what is the feasible set in the accuracy-complexity space. Formally, we show that finding out whether a point belongs to this set is computationally hard. In particular, in the context of linear regression, finding a small set of variables that obtain a certain value of R2 is computationally hard. Computational complexity may explain why a person is not always aware of rules that, if asked, she would find valid. This, in turn, may explain why one can change other people's minds (opinions, beliefs) without providing new information.

Reduction, Linearization and stability of relative equilibria for mechanical systems on riemannian manifolds

Consider a Riemannian manifold equipped with an infinitesimal isometry. For this setup, a unified treatment is provided, solely in the language of Riemannian geometry, of techniques in reduction, linearization, and stability of relative equilibria. In particular, for mechanical control systems, an explicit characterization is given for the manner in which reduction by an infinitesimal isometry, and linearization along a controlled trajectory "commute." As part of the development, relationships are derived between the Jacobi equation of geodesic variation and concepts from reduction theory, such as the curvature of the mechanical connection and the effective potential. As an application of our techniques, fiber and base stability of relative equilibria are studied. The paper also serves as a tutorial of Riemannian geometric methods applicable in the intersection of mechanics and control theory.

The Cuntz semigroup, the Elliott conjecture, and dimension functions on C*-Algebras

We prove that the Cuntz semigroup is recovered functorially from the Elliott invariant for a large class of C¤-algebras. In particular, our results apply to the largest class of simple C¤-algebras for which K-theoretic classification can be hoped for. This work has three significant consequences. First, it provides new conceptual insight into Elliott's classification program, proving that the usual form of the Elliott conjecture is equivalent, among Z-stable algebras, to a conjecture which is in general substantially weaker and for which there are no known counterexamples. Second and third, it resolves, for the class of algebras above, two conjectures of Blackadar and Handelman concerning the basic structure of dimension functions on C¤-algebras. We also prove in passing that the Kuntz-Pedersen semigroup is recovered functorially from the Elliott invariant for all simple unital C¤-algebras of interest.

Debt and deficit fluctuations and the structure of bond markets

We analyse the implications of optimal taxation for the stochastic behaviour of debt. We show that when a government pursues an optimal fiscal policy under complete markets, the value of debt has the same or less persistence than other variables in the economy and it declines in response to shocks that cause the deficit to increase. By contrast, under incomplete markets debt shows more persistence than other variables and it increases in response to shocks that cause a higher deficit. Data for US government debt reveals diametrically opposite results from those of complete markets and is much more supportive of bond market incompleteness.

Fiscal insurance and debt management in OECD economies

Assuming the role of debt management is to provide hedging against fiscal shocks we consider three questions: i) what indicators can be used to assess the performance of debt management? ii) how well have historical debt management policies performed? and iii) how is that performance affected by variations in debt issuance? We consider these questions using OECD data on the market value of government debt between 1970 and 2000. Motivated by both the optimal taxation literature and broad considerations of debt stability we propose a range of performance indicators for debt management. We evaluate these using Monte Carlo analysis and find that those based on the relative persistence of debt perform best. Calculating these measures for OECD data provides only limited evidence that debt management has helped insulate policy against unexpected fiscal shocks. We also find that the degree of fiscal insurance achieved is not well connected to cross country variations in debt issuance patterns. Given the limited volatility observed in the yield curve the relatively small dispersion of debt management practices across countries makes little difference to the realised degree of fiscal insurance.

In Search of a theory of debt management

A growing literature integrates theories of debt management into models of optimal fiscal policy. One promising theory argues that the composition of government debt should be chosen so that fluctuations in the market value of debt offset changes in expected future deficits. This complete market approach to debt management is valid even when the government only issues non-contingent bonds. A number of authors conclude from this approach that governments should issue long term debt and invest in short term assets. We argue that the conclusions of this approach are too fragile to serve as a basis for policy recommendations. This is because bonds at different maturities have highly correlated returns, causing the determination of the optimal portfolio to be ill-conditioned. To make this point concrete we examine the implications of this approach to debt management in various models, both analytically and using numerical methods calibrated to the US economy. We find the complete market approach recommends asset positions which are huge multiples of GDP. Introducing persistent shocks or capital accumulation only worsens this problem. Increasing the volatility of interest rates through habits partly reduces the size of these simulations we find no presumption that governments should issue long term debt ? policy recommendations can be easily reversed through small perturbations in the specification of shocks or small variations in the maturity of bonds issued. We further extend the literature by removing the assumption that governments every period costlessly repurchase all outstanding debt. This exacerbates the size of the required positions, worsens their volatility and in some cases produces instability in debt holdings. We conclude that it is very difficult to insulate fiscal policy from shocks by using the complete markets approach to debt management. Given the limited variability of the yield curve using maturities is a poor way to substitute for state contingent debt. The result is the positions recommended by this approach conflict with a number of features that we believe are important in making bond markets incomplete e.g allowing for transaction costs, liquidity effects, etc.. Until these features are all fully incorporated we remain in search of a theory of debt management capable of providing robust policy insights.

Un estudi sobre l'emmagatzematge col·laboratiu dels recursos bibliotecaris

L'emmagatzematge cooperatiu consisteix bàsicament en compartir l'espai dins d'un servei, mentre que l'emmagatzematge col·laboratiu ("collaborative storage") implica una aproximació compartida a la col·lecció en termes de creixement, forma, gestió i accés. L'emmagatzematge col·laboratiu proporciona un ús més eficient dels recursos. Aquest estudi és una investigació sobre les opcions físiques, més que sobre l'emmagatzematge digital. Tanmateix, l'estudi reflexiona sobre la relació prospectiva que s'estableix entre aquests dos factors. La tensió entre ells és una qüestió emergent, la qual encara no ha trobat un lloc en el context de la política bibliotecària des d’una perspectiva local, regional o nacional.

The loop group and the cobar construction

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Homotopy Batalin-Vilkovisky algebras

This paper provides an explicit cofibrant resolution of the operad encoding Batalin-Vilkovisky algebras. Thus it defines the notion of homotopy Batalin-Vilkovisky algebras with the required homotopy properties. To define this resolution we extend the theory of Koszul duality to operads and properads that are defined by quadratic and linear relations. The operad encoding Batalin-Vilkovisky algebras is shown to be Koszul in this sense. This allows us to prove a Poincaré-Birkhoff-Witt Theorem for such an operad and to give an explicit small quasi-free resolution for it. This particular resolution enables us to describe the deformation theory and homotopy theory of BV-algebras and of homotopy BV-algebras. We show that any topological conformal field theory carries a homotopy BV-algebra structure which lifts the BV-algebra structure on homology. The same result is proved for the singular chain complex of the double loop space of a topological space endowed with an action of the circle. We also prove the cyclic Deligne conjecture with this cofibrant resolution of the operad BV. We develop the general obstruction theory for algebras over the Koszul resolution of a properad and apply it to extend a conjecture of Lian-Zuckerman, showing that certain vertex algebras have an explicit homotopy BV-algebra structure.

Les preferències dels usuaris estudiants per les prestacions dels OPACs de pròxima generació

L'objectiu d'aquest article és identificar les prestacions preferides pels usuaris estudiants internacionals per als OPACs de pròxima generació. La metodologia seguida va ser entrevistar el juliol de 2008 setze estudiants internacionals de la University of Sheffield per explorar les seves preferències entre les prestacions potencials en els OPACs de pròxima generació. Es va utilitzar un esquema d'entrevista semi-estructurat amb imatges de simulacions de pantalles. Els resultats de les entrevistes van concordar àmpliament amb els estudis previs. En general, els estudiants esperen que les prestacions dels OPACs de pròxima generació els estalviin temps, siguin fàcils d'utilitzar i que siguin rellevants per a la seva cerca. Aquest estudi va descobrir que els usuaris prefereixen les prestacions de recomanació i les prestacions que proporcionen una millor navegació entre els resultats de cerca. No obstant això, les prestacions Web 2.0, com ara els agregadors i les prestacions que implicaven la participació dels usuaris es trobaven entre les menys populars.