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What is the definition of Cohanim? 🙋

👉 A cohanim is a term in Jewish law that refers to the act of converting or assimilating into another religion. It is often used to describe the process of conversion from Judaism to Christianity, as practiced by Jews who have converted to other religions. In more general terms, a cohanim can be understood as an individual who has decided to adopt or adopt practices or beliefs that are different from their own, such as adopting Christianity or Islam. This could involve a change in religious affiliation or


cohanim

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What is the definition of Cohanims? 🙋

👉 In mathematics, a cohomology group is a generalization of the concept of a homology group to the context of algebraic groups. It is named after its connection with cohomology theories in differential geometry. A cohomology group is defined as follows: - A cohomology group H^p(M;G) (where M is an n-dimensional manifold, G is a group and p is a positive integer), is the set of all mappings from the space of continuous functions on


cohanims

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