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    757 research outputs found

    Studies on the classical determinism predicted by A. Einstein, B. Podolsky and N. Rosen

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    In this paper, we continue the study initiated in preceding works of the argument by A. Einstein, B. Podolsky and N. Rosen according to which quantum mechanics could be “completed” into a broader theory recovering classical determinism. By using the previously achieved isotopic lifting of applied mathematics into isomathematics and that of quantum mechanics into the isotopic branch of hadronic mechanics, we show that extended particles appear to progressively approach classical determinism in the interior of hadrons, nuclei and stars, and appear to recover classical determinism at the limit conditions in the interior of gravitational collaps

    How to define and test explanations in populations

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    Solving applied social, economic, psychological, health care and public health problems can require an understanding of facts or phenomena related to populations of interest.  Therefore, it can be useful to test whether an explanation of a phenomenon holds in a population.  However, different definitions for the phrase “explain in a population” lead to different interpretations and methods of testing.  In this paper, I present two definitions:  The first is based on the number of members in the population that conform to the explanation’s implications; the second is based on the total magnitude of explanation-consistent effects in the population.  I show that claims based on either definition can be tested using random coefficient models, but claims based on the second definition can also be tested using the more common, and simpler, population-level regression models.   Consequently, this paper provides an understanding of the type of explanatory claims these common methods can test

    On cyclic multigroup family

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    In this paper, the concept of cyclic multigroup is studied from the preliminary knowledge of cyclic group which is a well-known concept in crisp environment. By using cyclic multigroups, we then delineate a cyclic multigroup family and investigate its structural properties. It is observed that the union of class of cyclic multigroups generated by ???? is a cyclic multigroup. However, the intersection is an identity cyclic multigroup. In particular, we obtain a series of class of cyclic multigroups generated by ????

    Mathematics and radiotherapy of tumors

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    The present work takes inspiration from the scientific degree plan of the Italian Ministry of Education and has a didactic and cultural character. It pursues three objectives: the first is to make young peo-ple understand the importance of mathematics in medicine; the second is to stimulate students to use mathematical tools to give rational answers in the therapeutic field, in particular in the treatment of some types of nodular tumors; the third is to inform people on the effectiveness of mathematical methods and their indispensability in the rigorous treatment of some human pathologies.Using the experimental data about the development of a tumor, we move on to the analysis of the mathematical models able to allow a rational control of its behavior. The method we used in the develop-ment of this therapeutic process is essentially deterministic, even if some passages implicitly have a probabilistic nature

    Mahgoub Transform on Boehmians

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    Boehmian’s space is established utilizing an algebraic way that approximate identities or delta sequences and appropriate convolution. The space of distributions can be related to the proper subspace. In this paper, firstly we establish the appropriate Boehmian space, on which the Mahgoub Transformation can be described& function space K can be embedded. We add to more in this, our definitions enhance Mahgoub transform to progressively wide spaces. We additionally explain the functional axioms of Mahgoub transform on Boehmians. Lastly toward the finishing of topic, we analyze with specify axioms and properties for continuity and the enlarged Mahgoub transform, also its inverse regards to∆- convergence and δ

    Is the golden section a key for understanding beauty? Part III

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    Our goal is to prove that the golden section, however important, is not the only key to understand a mathematical-formalizing approach to the idea of beauty. Having developed, from this point of view, reading keys linked to the post-modern, it is necessary to link together the multiple rivulets of knowledge that gather in this direction. Moreover the canons of the approaches presented up to now are very indicative for the understanding of many aspects of beauty, which however depends on the historical moment and the cultures created in the various civilizations. Therefore we can affirm that there is no effective definition of "beauty" that can be codified through fixed canons, but that the concept is expressed by a series of stratifications and interpretations that tend to link several major variations, expressing the various answers given by man to the question: what is the beauty

    A research on Kirghiz students’ before and after their internship period about perceptions of Turkey

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    Among Turkic speaking countries there is solidarity in economic, political and military fields. Moreover, they carry out common studies within the universities of these countries. As a result, the relationship among the communities is getting stronger via these studies. This research serves as an example of this development. The problem sentence of the research; “Do students’ perceptions change about Turkey after they’ve completed an internship period in Turkey?”. In this research, it was studied to determine Kyrgyz students’ impression about our country Turkey, before and after their intership period in Turkey. The study was implemented within the survey model design. Research’s universe is the students who study in Yusuf Balasagun Krygyz National University, Liberal Arts University (Bugu), in Kyrgyzstan Turkey Manas University during their education in the year of 2018-2019. As for the research sampling, students who are in the city of Antalya for the purpose of internship were selected from Yusuf Balasagun Kyrgyz National University, Liberal Arts University (Bugu), in Kyrgyzstan Manas University. A total of 49 students were attented the research. According to the results of the research; internship students have generally positive opinions about Turkey and Turkish people. This is pleasing result for our country. The students think that the Language Enhancement Program will be useful for them to learn Turkish better

    Forms of Crossed and Simple Polygons

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    In this paper the author presents a new form of hexagon and the solution of the open problem of classifying plane hexagons. In particular are illustrated the forms of crossed and simple n-gons for n = 3, 4, 5, 6 and also the forms of simple ones for n = 7, 8, 9. A graphic way to construct new forms of polygons is illustrated

    Solar Cycles, Light, Sex Hormones and the Life Cycles of Civilization: Toward Integrated Chronobiology

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    The emerging discipline of complexity science, applied to the social sciences, seeks to study the rise of human civilization as a part of a natural, evolving biological system that exploits energy resources to fuel its growth into a complex social system. In order to understand the whole system, the reductionist approach, typical to Western science, must be supplanted. The atomistic study of various scientific fields as separate mechanical parts of the system must be broadened, creating a more holistic view of human culture as an integral part of larger universal process of evolution and creation. In this article I wish to integrate the various scientific fields, including physics, chronobiology (studying the effect of solar cycles on biological growth), biology, evolutionary psychology, and the social sciences, to achieve a unified understanding of our cultural evolution

    How to handle risky experiments producing uncertain phenomenon like cold fusion?

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    Some experiments are risky in that they cannot repeatedly produce certain phenomenon at will for study because the scientific knowledge of the process generating the uncertain phenomenon is poorly understood or may directly contradict with existing scientific knowledge. These experiments may have great impact not just to the scientific community but to mankind in general. Banning them from study may incur societies a great opportunity cost but accepting them runs the risk that scientists are doing junk science. How to make an informed decision to accept/reject such study scientifically for the mainstream scientific community is of great importance to mankind. Here, we propose a statistical methodology to handle the situation. Specifically, we consider the likelihood of not observing the phenomenon after n trails so that it is statistically significant to have nil result. Consequently, we reject the hypothesis that there is some probability that we observe the phenomenon

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