The attached audio contains screaming replicas of a usual climate denier [the police woman] and proves that despite of the widespread wrong opinion that Israel exists, it does not exist.Please hear to the end, it contains personal information.Accordingly your morality, should everybody…

read moreI claim that the basic ideas of Judea-Christian (and apparently Muslim, too) religion of tbe holy book and God acting in the universe has a consistent and beautiful scientific explanation (in the assumption of highly capable reasonable life in cosmos and of…

read moreI’ve proved that if P=NP, it’s a constructive problem. See also here.

read moreI once wrote in a climate emergency forum: “It reminds me a poor man, Bill Gates. He is so poor that he can’t afford a good OS for his PC.” (I mean that climate breakers will kill themselves, too.) Coincidence? I heard…

read moreDear Prof. Nicolas, I attach as an official submission to Publications mathématiques de l’IHÉS my breakthrough article which defines a generalization of the well known concept of limit from analysis and general topology. Please inform as the review goes. limit.pdf Next day…

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read moreDifferential and integral calculus are two of the most important mathematical discoveries of the last few centuries. Since the work of Isaac Newton in 1665, through Lagrange and Cauchy, to formalize this branch of mathematics—calculus has served a crucial role in most…

read moreCalculus has served a crucial role in most fields of human inquiry. Anyone who’s done even basic geometry and algebra would appreciate the importance of calculus. Learn more about calculus here:

read moreOne of the fields of human inquiry that make extensive use of mathematics and calculus is economics. Contemporary economic theory relies heavily on mathematical concepts and ideas to make sense or and theorize about economic phenomenon to devise economic models/policies. Anyone who…

read moreTopological continuity is a key concept within mathematical theory. Topological analysis has opened paths to a deeper understanding of continuity at a more abstract level. However, topological continuity isn’t the only form of continuity mathematicians study—discrete continuity is one type of continuity…

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