In this work, we introduce a very wide category of open sets in topological spaces, called $ \aleph $-open sets. We study the category of $ \aleph $-open sets that contains $ \beta $-open sets in ...addition to $ \beta^{\ast} $-open and $ e^{\ast} $-open sets. We present the essential properties of this class and disclose its relationships with many different classes of open sets with the help of concrete counterexamples. In addition, we introduce the $ \aleph $-interior and $ \aleph $-closure operators. Moreover, we study the concept of $ \aleph $-continuity of functions inspired by the classes of $ \aleph $-open and $ \aleph $-closed sets. Also, we discuss some kinds of separation axioms and some theorems related to the graph of functions.
The first measurements of two-particle angular correlations for charged particles emitted in e+e− collisions at a center-of-mass energy of 91 GeV are presented. The archived data are collected with ...the ALEPH detector at LEP. The correlation functions are measured over a broad range of pseudorapidity and azimuthal angle of the charged particles. Those results are compared to predictions from the PYTHIA event generator. In contrast to the results from high charged particle multiplicity nucleon-nucleon, nucleon-nucleus and nucleus-nucleus collisions, where long-range correlations with a large pseudorapidity gap are observed, no significant enhancement of long-range correlations is observed with respect to PYTHIA predictions, which do not include additional final state interactions of the outgoing partons.
The purpose of this paper is to introduce the idea of how to construct transfinite numbers and study transfinite arithmetic. The research method used is a literature review, which involves collecting ...various sources such as scientific papers and books related to Cantorian set theory, infinity, ordinal or transfinite arithmetic, as well as the connection between infinity and theology. The study also involves constructing the objects of study, namely ordinal numbers such as finite ordinals and transfinite ordinals, and examining their arithmetic properties. The results of this research include the methods of constructing both finite and transfinite ordinal numbers using two generation principles. Both finite and transfinite ordinal numbers are defined as well-orderings that are also transitive sets. Arithmetic of finite ordinal numbers is well-known, but the arithmetic of transfinite ordinal numbers will be introduced in this paper, including addition, multiplication, and exponentiation.
In the present article, we proposed the fractional-order Kober and generalized Weyl
q
-integrals involving a basic (or
q
-) analogue of multivariable Aleph-function. Similar assertions for the ...Riemann–Liouville and Weyl fractional
q
-integral transforms are also presented. Several corollaries are also established to strengthen the results. By specializing the various parameters and variables in the basic analogue of multivariable Aleph-function, we can obtain a large number of results involving a remarkably wide variety of useful basic functions.
To split a stone Österblom, Henrik; Gazitúa, Francisco; Leible, Angela
Ecology and society,
2023, Letnik:
28, Številka:
3
Journal Article
Recenzirano
Odprti dostop
Science and art are often disconnected but, if combined, can help stimulate learning and novelty and guide societal change. How then to bridge the divide between scientists and artists in a way that ...extends beyond superficial, short-term interactions? We describe an ongoing coproduction practice between a Swedish sustainability scientist and two Chilean artists-a sculptor and painter-striving to find ways to work together. Our transdisciplinary collaboration was initiated in 2013 and, although there has never been an agenda or goal for our interaction, there has been a mutual interest to investigate joint possibilities. Through a series of meetings, we tried but failed to accomplish anything for several years. By 2022, we finally created something tangible together, realizing it was not just material objects we were producing but also a meeting between worlds. We describe how this long-term partnership, driven by mutual respect and curiosity, created conditions for bridging across our respective knowledge and practices. By working, walking, and exploring together, we learned how to communicate, overcome challenges of different languages, and combine perspectives. We have recognized similarities in how we engage with material from the natural world and how we combine elements for novelty. Through our interactions, we have started to identify how coproduced science and art can stimulate a reconnection with the biosphere, thereby providing a foundation for transformative societal change.
The aim of this paper is to establish a theorem associated with the product of the Aleph-function, the multivariable Aleph-function, and the general class of polynomials. The results of this theorem ...are unified in nature and provide a very large number of analogous results (new or known) involving simpler special functions and polynomials (of one or several variables) as special cases. The derived results lead to significant applications in physics and engineering sciences.
Standard principles of mereology, such as the transitivity and asymmetry of proper parthood, have been questioned, using various multi-location scenarios. The most famous of these is Borges's Aleph, ...although the literature is rife with other examples that allegedly show that some mereological principle is at odds with some form of multi-location. However, the scenarios only support this conclusion given various bridge principles that link location to parthood. I argue that the bridge principles that guarantee the desired conclusion are controversial partly because they give the wrong result in other situations, in particular cases of co-location. Moreover, less controversial bridge principles do not provide an incompatibility result between standard mereological principles and multi-location. Hence, multi-location does not threaten any standard mereological principles.
Este artículo propone una discusión de un caso que tuvo su comienzo con la publicación de El Aleph engordado, de Pablo Katchadjian, posteriormente llevado a juicio por Maria Kodama, viuda de Jorge ...Luis Borges y poseedora de los sus derechos de autor, y que tuvo repercusión con la creación de la página en Facebook “Apoyo a Pablo Katchadjian” y con la vinculación del sitio web #YoBorges al movimiento de defensa de Katchadjian. La manera como la apropriación del texto de Borges, por Katchadjian, como también la forma como la obra de ambos escritores pasan a circular en redes son discutidas a partir de presuposiones relacionadas a la circulación de lo literario en el contexto digital, para reflexionar respecto al modo como pueden ser comprendidos, en la contemporaneidad, los conceptos de autoría, autor y obra.
Aleph Magazine was born in Manizales in 1966 and has been uninterruptedly published for 53 years because of the joint efforts of his founder Carlos Enrique Ruiz and his wife Livia González. The ...magazine has allowed the construction of a network that includes poets, storytellers, novelists, essayists, painters, sculptors, and musicians from Latin America and Europe. Although 186 issues have circulated and its collection is complete in 13 Colombian and 13 foreign libraries, it is a poorly studied journal, maybe because it fits what Ana Teresa Martínez (2013) calls “province intellectuals: between the local and the peripheral”.
La Revista Aleph nació en Manizales en 1966 y lleva 53 años de edición ininterrumpida por el empeño de su fundador Carlos Enrique Ruiz y de su esposa Livia González. La revista ha permitido la construcción de una red que incluye poetas, cuentistas, novelistas, ensayistas, pintores, escultores y músicos de América Latina y Europa. Aunque han circulado 188 números y su colección se encuentra completa en 13 bibliotecas colombianas y 13 extranjeras, es una revista poco estudiada, quizás porque encaja en lo que Ana Teresa Martínez (2013) denomina “intelectuales de provincia: entre lo local y lo periférico”.
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