8,110 research outputs found

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    Resumen del autorSe plantea el problema clásico (sen a)/a (sen b)/b si 0 a b pi/2 en términos totalmente diferentes, prescindiendo del cálculo diferencial que es en general el modo de abordarlo, y aprovechar toda la intuición del enunciado dentro de un desarrollo sobre relaciones entre razones trigonométricas y arcos, potenciando el concepto de radián, la proporcionalidad y la semejanza.ES

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    Se presentan diferentes significados para la fracción (a+c):(b+d) asociada a dos fracciones a-b y c-d. Con esto se pretende mostrar diferentes consideraciones didácticas que giran en torno a estas fracciones.Universitat de Barcelona. Biblioteca de Ciències de l'Educació; Passeig de la Vall d'Hebron, 171; 08035 Barcelona; +34934021035; +34934021034;ES

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    Resumen basado en el de los autorAnálisis comparativo de dos currículos en el área de matemáticas del contexto europeo actual, con el objetivo de reflexionar sobre los contenidos que se trabajan.Universitat de Barcelona. Biblioteca de Ciències de l'Educació; Passeig de la Vall d'Hebron, 171; 08035 Barcelona; +34934021035; +34934021034;ES

    Complete genome sequence of rhynchophorus ferrugineus endocytobiont candidatus nardonella dryophthoridicola strain NardRF

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    We report the complete genome sequence and annotation of “Candidatus Nardonella dryophthoridicola” strain NardRF, obtained by sequencing its host bacteriome, Rhynchophorus ferrugineus, using Oxford Nanopore technology

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    Experiencia llevada a cabo en un aula de matemáticas con el objetivo de ver cómo se concibe la enseñanza de las matemáticas en la escuela. A partir de transcripciones de estudiantes entre 10 y 11 años se extraen diversas conclusiones sobre la forma de trabajar los problemas de matemáticas. A partir de esta forma de resolver los problemas se extraen conclusiones en referencia a la forma de trabajar de los propios matemáticos- El proceso de análisis para resolver las situaciones matemáticas es similar en los alumnos y en los investigadores.ES

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    Resumen de la publicaciónSe presenta una visión particular de las matemáticas, un ejemplo de ruta matemática como recurso didáctico para utilizar con los estudiantes. Esta visión se refiere a observación, interpretación, aplicación y conexión de lo que se ve. Finalmente se exponen algunas sugerencias de su aplicación en las aulas.Universitat de Barcelona. Biblioteca de Ciències de l'Educació; Passeig de la Vall D'Hebron, 171; 08035 Barcelona; +34934021035; +34934021034;ES

    La sindrome eclamptica

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    Gli AA analizzano le patologie più frequentemente osservate ed ii risultati clinici ottenuti nei primi 5 anni di attività del Centro di Rianimazione di Padova (1969-1974) che coincidono con la nascita ed i primi sviluppi della nostra Disciplina in Italia

    RNA Pore Translocation with Static and Periodic Forces: Effect of Secondary and Tertiary Elements on Process Activation and Duration

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    We use MD simulations to study the pore translocation properties of a pseudoknotted viral RNA. We consider the 71-nucleotide-long xrRNA from the Zika virus and establish how it responds when driven through a narrow pore by static or periodic forces applied to either of the two termini. Unlike the case of fluctuating homopolymers, the onset of translocation is significantly delayed with respect to the application of static driving forces. Because of the peculiar xrRNA architecture, activation times can differ by orders of magnitude at the two ends. Instead, translocation duration is much smaller than activation times and occurs on time scales comparable at the two ends. Periodic forces amplify significantly the differences at the two ends, for both activation times and translocation duration. Finally, we use a waiting-times analysis to examine the systematic slowing downs in xrRNA translocations and associate them to the hindrance of specific secondary and tertiary elements of xrRNA. The findings provide a useful reference to interpret and design future theoretical and experimental studies of RNA translocation

    Hydrodynamic effects on the liquid-hexatic transition of active colloids

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    We study numerically the role of hydrodynamics in the liquid-hexatic transition of active colloids at intermediate activity, where motility induced phase separation (MIPS) does not occur. We show that in the case of active Brownian particles (ABP), the critical density of the transition decreases upon increasing the particle's mass, enhancing ordering, while self-propulsion has the opposite effect in the activity regime considered. Active hydrodynamic particles (AHP), instead, undergo the liquid-hexatic transition at higher values of packing fraction ϕ\phi than the corresponding ABP, suggesting that hydrodynamics have the net effect of disordering the system. At increasing densities, close to the hexatic-liquid transition, we found in the case of AHP the appearance of self-sustained organized motion with clusters of particles moving coherently.Comment: 14 pages, 13 figure

    3D polymer simulations of genome organization and transcription across different chromosomes and cell types

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    We employ the diffusing transcription factors model for numerical simulation of chromatin topology conformations and transcriptional processes of human chromatin. Simulations of a short chromatin filament reveal different possible pathways to regulate transcription: it is shown that the transcriptional activity profile can be regulated and controlled by either acting on the chain structural properties, or on external factors, such as the number of transcription factors. Additionally, comparisons between GRO-seq experimental data and large scale numerical simulation of entire chromosomes from the human umbilical vein endothelial cell and the B-lmphocyte GM12878 show that the model provides reliable and statistically significant predictions for transcription across different cell-lines.Comment: 26 pages, 10 figure
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