Description:
Mathematical discussions and pursuits.
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Atomic vs. atomistic
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On this Wikipedia page: [link] is written: "Such an algebra can be defined equivalently as a complete Boolean algebra that is atomic, meaning that every element is a sup of some set of atoms." However in this Wikipedia page: [link])... more »
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revisions
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[link] revisions If a coefficient = 0, its exponent is raised to 1. Otherwise it remains the same.
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Project Management the managerial process 4e Gray Larson test bank
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Hi dear students; We are SolutionmanualGroup.We established SolutionmanualGroup in 2004… We have solution manuals for a competitive price. I also have other manuals more than 1500..We have a lot of solutions manual in low price to get solution manual you want please send message to us.Cheapest and fastest service is our aim…Feel free to contact us.... more »
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Welcome to <sci.math>. These suggestions may help you.
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These notes are not official in any way, but if you are new to this group you may find them helpful. 1. Messages posted to <sci.math> may be about mathematics at any level. Please don't post OT (off-topic) messages about other things. Be cautious about cross-posting (posting the same message to more than... more »
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What's the name of this relation between metric spaces?
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Given two metric spaces, (A, d) and (M, s), such that there exist a bijective map f: A <--> M, and a positive real number k by which for any two elements x and y of set A holds s[ f[ x ], f[ y ] ] == k d[ x, y ] ... ... what's the name or technical term of this relation between these two metric spaces, please?... more »
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roots to *any* polynomial
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[link] This solution for the roots of *any* polynomial requires some manipulation of complex numbers. An example for the solutions to the Pentic is provided.
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