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Internal erosion under spillway rested on an embakment dam

JOSE RAUL FLORES BERRONES (2015, [Artículo])

This paper presents the investigation about the mechanism of internal erosion caused in the right abutment of the Shahghasem dam’s spillway. Shahghasem dam is an earthen dam located in Yasouj, in southwest of Iran. A significant hole and pipe have been observed in the corner of the right abutment from upstream view. The foundation is Marlstone, which has low cohesion and susceptible for internal erosion and piping in some conditions. Going through details of the design maps has shown that Lane’s criteria for selecting safe dimensions of the seepage control measures have not been considered properly. A series of the supportive walls are designed to attach to the right part of the spillway in order to increase the length of seepage. The pipe route of the erosion should also be grouted with high quality concrete.

Erosión del suelo Aliviaderos Presas Filtración INGENIERÍA Y TECNOLOGÍA

Usando la descomposición de un grafo Halin para el diseño de algoritmos autoestabilizantes

Using Halin graph decomposition for the design of self-stabilizing algorithm

Daniel Uriel Orozco Lomelí (2023, [Tesis de maestría])

Sea G = (V, E) un grafo no dirigido. El problema de encontrar un conjunto independiente fuerte en G, es identificar un conjunto S ⊆ V , tal que dados dos vértices arbitrarios de S, éstos estén separados entre sí por el menos tres aristas. Encontrar un conjunto S de tamaño máximo pertenece a la clase NP-Difícil. Por otro lado, el problema de encontrar un conjunto dominante total en G es identificar un conjunto D ⊆ V , tal que cualquier vértice en V tenga al menos un vecino que pertenezca a D. Encontrar un conjunto D de tamaño mínimo también pertenece a la clase NP-Difícil. En este trabajo de tesis se diseñaron dos algoritmos, uno que resuelve el problema de encontrar un conjunto independiente fuerte maximal y otro que resuelve el problema de encontrar un conjunto dominante total minimal. Estos dos problemas son menos restrictivos que las versiones de optimización descritas al principio de este texto y se sabe que pertenecen a la clase P. Los algoritmos diseñados corren en un sistema distribuido, son autoestabilizantes, son tolerantes a fallas transitorias y funcionan para grafos Halin. Los grafos Halin pertenecen a la clase de grafos 2-outerplanares y tienen la propiedad de que se pueden partir en dos subgrafos muy conocidos, un árbol y un ciclo. Los algoritmos propuestos aprovechan la propiedad anterior para disminuir la complejidad de los mismos. Hasta donde tenemos conocimiento, los algoritmos propuestos, que corren en tiempo lineal en el número de vértices, son los algoritmos más rápidos existentes para los problemas del conjunto independiente fuerte maximal y el conjunto dominante total minimal.

Let G = (V, E) be an undirected graph. The problem of finding a strong stable set in G, is to identify a set S ⊆ V , such that given two arbitrary vertices of S, they are separated from each other by at least three edges. Finding a set S of maximum size belongs to the class NP-Hard. On the other hand, the problem of finding a total dominanting set in G is to identify a set D ⊆ V , such that any vertex in V has at least one neighbor belonging to D. Finding a set D of minimum size also belongs to the class NP-Hard. In this thesis work, two algorithms were designed, one that solves the problem of finding a maximal strong stable set and one that solves the problem of finding a minimal total dominanting set. These two problems are less restrictive than the optimization versions described at the beginning of this text and are known to belong to the P class. The designed algorithms run on a distributed system, are self-stabilizing, are transient fault tolerant, and work for Halin graphs. Halin graphs belong to the 2-outerplanar class of graphs and have the property that they can be split into two well-known subgraphs, a tree and a cycle. The proposed algorithms take advantage of the above property to decrease the complexity of the algorithms. To the best of our knowledge, the proposed algorithms, which run in linear time in the number of vertices, are the fastest existing algorithms for the maximal strong stable set and minimal total dominating set problems.

Grafo Halin, Sistemas Distribuidos, Autoestabilización, Conjunto Independiente Fuerte, Conjunto Dominante Total Halin Graph, Distributed Systems, Self-stabilizing, Strong Stable Set, Total Dominating Set INGENIERÍA Y TECNOLOGÍA CIENCIAS TECNOLÓGICAS TECNOLOGÍA DE LOS ORDENADORES LENGUAJES ALGORÍTMICOS LENGUAJES ALGORÍTMICOS

El amaranto o huauhtli sagrado del México prehispánico y alimento de alto valor nutricional del México contemporáneo

JESUS ALFREDO ARAUJO LEON Ivonne Sánchez del Pino Víctor Aguilar Hernández SERGIO RUBEN PERAZA SANCHEZ ROLFFY RUBEN ORTIZ ANDRADE ANDRES XINGU LOPEZ Ligia Guadalupe Brito Argáez J. NAHIM ALCOCER ESPEJEL (2023, [Artículo])

El amaranto o huauhtli es uno de los alimentos más versátiles y nutritivos del continente americano. Los frailes españoles documentaron en sus crónicas del siglo XVI, la amplia variedad de platillos que los mexicas elaboraban con huauhtli. También destaca la importancia de las semillas de amaranto en las prácticas religiosas y su uso en la elaboración de imágenes sagradas (principalmente comestibles) para los dioses. El amaranto fue importante para la agricultura, la gastronomía y los rituales del México antiguo. El presente ensayo documenta la historia del amaranto en las ceremonias mexicas y su importancia como "súper alimento" en la actualidad

AMARANTHUS HYPOCHONDRIACUS ALEGRIAS SUPER ALIMENTO MEXICAS HERENCIA PREHISPANICA BIOLOGÍA Y QUÍMICA CIENCIAS DE LA VIDA BIOLOGÍA VEGETAL (BOTÁNICA) ECOLOGÍA VEGETAL ECOLOGÍA VEGETAL

Estimating lime requirements for tropical soils: Model comparison and development

Fernando Aramburu Merlos João Vasco Silva Frédéric Baudron Robert Hijmans (2023, [Artículo])

Acid tropical soils may become more productive when treated with agricultural lime, but optimal lime rates have yet to be determined in many tropical regions. In these regions, lime rates can be estimated with lime requirement models based on widely available soil data. We reviewed seven of these models and introduced a new model (LiTAS). We evaluated the models’ ability to predict the amount of lime needed to reach a target change in soil chemical properties with data from four soil incubation studies covering 31 soil types. Two foundational models, one targeting acidity saturation and the other targeting base saturation, were more accurate than the five models that were derived from them, while the LiTAS model was the most accurate. The models were used to estimate lime requirements for 303 African soil samples. We found large differences in the estimated lime rates depending on the target soil chemical property of the model. Therefore, an important first step in formulating liming recommendations is to clearly identify the soil property of interest and the target value that needs to be reached. While the LiTAS model can be useful for strategic research, more information on acidity-related problems other than aluminum toxicity is needed to comprehensively assess the benefits of liming.

Exchangeable Acidity Aluminum Saturation Calcium Carbonate Equivalent CIENCIAS AGROPECUARIAS Y BIOTECNOLOGÍA CHEMICOPHYSICAL PROPERTIES LIMES TROPICAL ZONES ACID SOILS ALUMINIUM BASE SATURATION CALCIUM CARBONATE

Abduction according to Peirce: reflections from the south on the crisis of representation brought on by COVID-19

Paulina Aroch (2023, [Artículo, Artículo])

In this article, I reflect on the importance of abductive thinking for processes of material and conceptual reinvention in the context of the current public health crisis. Inseparable from the climate change engulfing the planet, this crisis provides the basis for a semiotic revolution. Therefore, I interrogate Peirce’s work without losing sight of my own time and place of interlocution. COVID-19 has brought with it a crisis of representation which, in contrast to that unleashed by the Holocaust and World War II, and to which the Frankfurt School responded, demands responses from the Global South. Beginning from Dussel’s call to defend life as a matter of ethical urgency in the face of its irresponsible objectification within colonial capitalist modernity –which arguably triggered the pandemic–, I trace a “nocturnal map” that registers the present meaning-making crisis, and allows for a reimagining and remaking of the world from elsewhere.

estudios de la comunicación semiótica crítica Sur Global crisis de representación COVID-19 HUMANIDADES Y CIENCIAS DE LA CONDUCTA HUMANIDADES Y CIENCIAS DE LA CONDUCTA Critical theory interdisciplinarity Global South crisis of representation

Dialéctica, estructura y génesis: la presencia de Lautman en lo virtual deleuziano

Dialectic, structure and genesis: Lautman’s presence in Deleuze’s virtual

Gonzalo Santaya (2022, [Artículo])

Este artículo busca realizar un aporte a los estudios deleuzia nos en torno al concepto de lo virtual, a partir del examen de una fuente fundamental para su determinación: la noción de “dialéctica” extraída de la filosofía matemática de Albert Lautman. Antes que referir a Platón o Hegel, Deleuze se apropia de la dialéctica a partir de este autor, para determinar el plano de lo virtual como un campo problemático,

estructural-genético, simultáneamente inmanente y trascendente a las soluciones actuales que produce. Analizaremos primero el desarrollo del propio Lautman sobre la dialéctica en la filosofía matemática, para

mostrar luego cómo Deleuze pretende extender esa dialéctica más allá de la matemática; finalmente, presentamos algunas reflexiones sobre el privilegio de la matemática que caracteriza los desarrollos de lo virtual en Diferencia y repetición.

This paper aims to make a contribution to Deleuzian studies concerning the concept of the virtual, by examining a fundamental source in its determination: the notion of “dialectic” developed in Albert Lautman’s philosophy of mathematics. It is not Plato or Hegel, but Lautman, who Deleuze chooses to address his conception of the dialectic, determining the virtual field as a problematic one, which is both

structural and genetic, and simultaneously immanent and transcendent

to the actual solutions it produces. We will first analyze Lautman’s own

presentation of the dialectic in philosophy of mathematics to show, secondly, how Deleuze extends this dialectic beyond mathematics; finally, we make some considerations about the privilege given to mathematics in Deleuze’s developments on the virtual in Difference and Repetition.

HUMANIDADES Y CIENCIAS DE LA CONDUCTA Gilles Deleuze, 1925-1995 - Crítica e interpretación Albert Lautman, 1908-1944 - Crítica e interpretación Dialéctica Virtual Matemáticas Gilles Deleuze. Diferencia y repetición, 1968 - Crítica e interpretación Gilles Deleuze, 1925-1995 - Criticism and interpretation Albert Lautman, 1908-1944 - Criticism and interpretation Dialectics Virtual Mathematics Gilles Deleuze. Difference and Repetition, 1968 - Criticism and interpretation