Water phase transitions from the perspective of hydrogen-bond network analysis.

We analyze the water vapour-liquid and solid-liquid phase transitions from the perspective of hydrogen bond networks. Using molecular dynamics simulation data for the TIP4P/2005 and TIP4P/ice water models, we built hydrogen bond networks in the neighbourhood of the transitions. We studied the behaviour of some topological network properties: the average degree, clustering coefficient, and average path length. We found that these properties exhibit a discontinuity while approaching a phase transition region, similar to those that appear for some thermodynamic properties in the same region. This approach can be extended to characterize other water phase transitions. Besides, it can also be applied to study the phase transitions of other hydrogen-bonded substances or to other scenarios whose relevant "interaction" could be identified together with a "proper criterion" defined in an analogous way as in the case of hydrogen bonded systems.

Role of short periodic orbits in quantum maps with continuous openings.

We apply a recently developed semiclassical theory of short periodic orbits to the continuously open quantum tribaker map. In this paradigmatic system the trajectories are partially bounced back according to continuous reflectivity functions. This is relevant in many situations that include optical microresonators and more complicated boundary conditions. In a perturbative regime, the shortest periodic orbits belonging to the classical repeller of the open map-a cantor set given by a region of exactly zero reflectivity-prove to be extremely robust in supporting a set of long-lived resonances of the continuously open quantum maps. Moreover, for steplike functions a significant reduction in the number needed is obtained, similarly to the completely open situation. This happens despite a strong change in the spectral properties when compared to the discontinuous reflectivity case. In order to give a more realistic interpretation of these results we compare with a Fresnel-type reflectivity function.

Theory of short periodic orbits for partially open quantum maps.

We extend the semiclassical theory of short periodic orbits [M. Novaes et al., Phys. Rev. E 80, 035202(R) (2009)PLEEE81539-375510.1103/PhysRevE.80.035202] to partially open quantum maps, which correspond to classical maps where the trajectories are partially bounced back due to a finite reflectivity R. These maps are representative of a class that has many experimental applications. The open scar functions are conveniently redefined, providing a suitable tool for the investigation of this kind of system. Our theory is applied to the paradigmatic partially open tribaker map. We find that the set of periodic orbits that belongs to the classical repeller of the open map (R=0) is able to support the set of long-lived resonances of the partially open quantum map in a perturbative regime. By including the most relevant trajectories outside of this set, the validity of the approximation is extended to a broad range of R values. Finally, we identify the details of the transition from qualitatively open to qualitatively closed behavior, providing an explanation in terms of short periodic orbits.

Measuring political polarization: Twitter shows the two sides of Venezuela.

We say that a population is perfectly polarized when divided in two groups of the same size and opposite opinions. In this paper, we propose a methodology to study and measure the emergence of polarization from social interactions. We begin by proposing a model to estimate opinions in which a minority of influential individuals propagate their opinions through a social network. The result of the model is an opinion probability density function. Next, we propose an index to quantify the extent to which the resulting distribution is polarized. Finally, we apply the proposed methodology to a Twitter conversation about the late Venezuelan president, Hugo Chávez, finding a good agreement between our results and offline data. Hence, we show that our methodology can detect different degrees of polarization, depending on the structure of the network.

Classical transients and the support of open quantum maps.

The basic ingredients in a semiclassical theory are the classical invariant objects serving as a support for quantization. Recent studies, mainly obtained on quantum maps, have led to the commonly accepted belief that the classical repeller-the set of nonescaping orbits in the future and past evolution-is the object that suitably plays this role in open scattering systems. In this paper we present numerical evidence warning that this may not always be the case. For this purpose we study recently introduced families of tribaker maps [L. Ermann, G. G. Carlo, J. M. Pedrosa, and M. Saraceno, Phys. Rev. E 85, 066204 (2012)], which share the same asymptotic properties but differ in their short-time behavior. We have found that although the eigenvalue distribution of the evolution operator of these maps follows the fractal Weyl law prediction, the theory of short periodic orbits for open maps fails to describe the resonance eigenfunctions of some of them. This is a strong indication that new elements must be included in the semiclassical description of open quantum systems. We provide an interpretation of the results in order to have hints about them.

Poincaré-Birkhoff theorem in quantum mechanics.

Quantum manifestations of the dynamics around resonant tori in perturbed hamiltonian systems, dictated by the Poincaré-Birkhoff theorem, are shown to exist. They are embedded in the interactions involving states which differ in a number of quanta equal to the order of the classical resonance. Moreover, the associated classical phase space structures are mimicked in the quasiprobability density functions and their zeros.

Environmental stability of quantum chaotic ratchets.

The transitory and stationary behavior of a quantum chaotic ratchet consisting of a biharmonic potential under the effect of different drivings in contact with a thermal environment is studied. For weak forcing and finite ℏ, we identify a strong dependence of the current on the structure of the chaotic region. Moreover, we have determined the robustness of the current against thermal fluctuations in the very weak coupling regime. In the case of strong forcing, the current is determined by the shape of a chaotic attractor. In both cases the temperature quickly stabilizes the ratchet, but in the latter it also destroys the asymmetry responsible for the current generation. Finally, applications to isomerization reactions are discussed.

Active comparator trial of teriparatide vs alendronate for treating glucocorticoid-induced osteoporosis: results from the Hispanic and non-Hispanic cohorts.

Glucocorticoid use is a leading cause of secondary osteoporosis. This post hoc analysis compared teriparatide vs alendronate on bone mineral density (BMD) in Hispanic and non-Hispanic patients with glucocorticoid-induced osteoporosis. The 18-mo results from all patients (N=428) in a double-blind trial of teriparatide (20 microg/d) and alendronate (10 mg/d) who had taken glucocorticoids for >or=3 mo were reported (Saag et al. N Engl J Med 2007). The present study analyzed results from the Hispanic (n=61) and non-Hispanic (n=367) cohorts. The BMD was measured by dual-energy X-ray absorptiometry (DXA). In the Hispanic cohort at 18 mo, there were significantly greater increases from baseline in the teriparatide vs alendronate group in lumbar spine BMD (9.8%+/-1.7% vs 4.2%+/-1.4%; p<0.001; mean+/-SE) and total hip BMD (5.9%+/-1.6% vs 1.3%+/-1.3%, p<0.001), with no significant difference between groups at the femoral neck (4.3%+/-2.2% vs 2.0%+/-1.8%, p=0.228). Within each treatment group, the BMD responses were not significantly different in the Hispanic vs non-Hispanic cohort. The number of patients reporting >or=1 adverse event was not significantly different between treatments in either cohort, with more patients reporting nausea in the teriparatide group. In summary, teriparatide was more efficacious than alendronate in increasing BMD in Hispanic and non-Hispanic patients with glucocorticoid-induced osteoporosis. Both treatments were generally well tolerated.

Scarring by homoclinic and heteroclinic orbits.

In addition to the well-known scarring effect of periodic orbits, we show here that homoclinic and heteroclinic orbits, which are cornerstones in the theory of classical chaos, also scar eigenfunctions of classically chaotic systems when associated closed circuits in phase space are properly quantized, thus introducing strong quantum correlations. The corresponding quantization rules are also established. This opens the door for developing computationally tractable methods to calculate eigenstates of chaotic systems.

Effect of knee osteoarthritis on the perception of quality of life in Venezuelan patients.

OBJECTIVE: To measure the perception of quality of life in Venezuelan patients with knee osteoarthritis and to identify those variables that may influence it. METHODS: A multicenter, cross-sectional study of 126 mestizo patients with knee osteoarthritis recruited from 8 rheumatology centers in Venezuela. We used a Spanish-translated version of the Arthritis Impact Measurement Scales (AIMS), as adapted in Venezuela. One-way analysis of variance was used to compare the AIMS mean total score among subgroups of knee pain, anatomic stage, and socioeconomic status (SES); a post-hoc test was performed to identify significant intragroup differences. Pearson's correlation coefficient was used to examine correlations between age, body mass index (BMI), disease duration, knee pain, and AIMS score. Associations between radiologic stage, SES, and AIMS scores were examined using Spearman's rank correlation. Multiple regression analysis was used to estimate predictor factors of AIMS scores. RESULTS: A significant correlation was found between total AIMS scores and knee pain, age, and socioeconomic status, but not with BMI, disease duration, or anatomic stage. Patients with severe knee pain differed from those with mild and moderate pain, and the highest AIMS mean total score was seen in patients within the severe knee pain subset. Patients in the highest socioeconomic levels differed from those within lowest categories. Patients classified as being at the levels of relative and critical poverty showed the highest AIMS scores. Multiple regression analysis showed that knee pain was the only variable that exerted an independent effect on the quality of life in our patients. CONCLUSION: The perception of quality of life is negatively affected by increasing levels of joint pain, old age, and low socioeconomic status in Venezuelan patients with knee osteoarthritis. Our study supports the need for an early and vigorous approach to treat pain in this group of patients.

Conceptos fundamentales sobre anestesia en cirugía ambulatoria / Fundamental concepts in anesthesia for out patients surgery

Se realiza una revisión de la literatura nacional e internacional en relación a las definiciones, criterios, estándares, normas, tipos, ventajas y derventajas de los programas, unidades y sistemas que operan en el mundo, particularmente en México sobre la Cirugía Ambulatoria. Este trabajo sobre conceptos fundamentales es esencial en la estructuración de la base de conocimientos que el anestesiólogo en formación y el ya formado deben tener, por el auge que está teniendo y por la rapidez con la que los conceptos están cambiando, merced a la aparición de nuevas drogas y nuevas técnicas en el arsenal anestesiológico, aplicables a la anestesia ambulatoria, en el paciente externo que requiere Cirugía de corta estancia hospitalaria o ambulatoria

Técnicas anestesicas en cirugía laparoscópica ambulatoria / Analgesic techniques in ambulatory laparoscopic surgery

La regla del anestesiólogo durante la cirugía laparoscopica es la estabilidad hemodinámica y respiratoria, apropiada relajación muscular, control del desplazamiento diafragmatico, analgesia intra y postoperatoria, y recuperación postanestésica agradable. También debe considerar que el 3 por ciento al 5 por ciento de todos los procedimientos laparoscópico requieren conversión a laparotomia abierta. Cualquiera que sea la técnica anestésica seleccionada, es importante mantener la cooperación y comunicación entre todos los miembros del equipo en la sal de operaciones, para garantizar el egreso seguro del paciente