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Titlebook: Discovering Mathematics with Magma; Reducing the Abstrac Wieb Bosma,John Cannon Book 2006 Springer-Verlag Berlin Heidelberg 2006 Magma.Perm

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楼主: Johnson
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https://doi.org/10.1007/978-981-19-6120-5In this article, we will determine the primitive integral solutions . to equations of the form
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https://doi.org/10.1007/978-1-349-22396-1In this chapter we construct the split octonion algebra over a ring, first using the structure constant machinery of . and then using Lie algebras.
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https://doi.org/10.1007/978-3-642-60752-3The support variety of a module over a group algebra is an affine variety that encodes many of the homological properties of the module. Although the definition of the support variety is given in terms of the cohomology ring of the group, it can be computed directly from the actions of the elementary abelian subgroups.
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Extracorporeal PhotochemotherapyWe describe the theory and implementation of some new and more flexible . functions for computing cohomology groups of finite groups, and their application to the computation of group extensions.
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Interferon-α Therapy in DermatologyIn this chapter we describe how . was used to complete the classification of the primitive groups of degree less than 1000.
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Grasping the Open School InitiativeThere is no known polynomial time 4-colouring algorithm for planar graphs, except the algorithms that can be derived from the proofs of Appel . and Robertson . An alternative way to colour planar graphs is to investigate the problem of finding nowhere-zero .-flows in graphs.
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Some computational experiments in number theory,The . code and some computational results of experiments in number theory are given. The experiments concern covering systems with applications to explicit primality tests, the inverse of Euler’s totient function, and class number relations in Galois extensions of ℚ. Some evidence for various conjectures and open problems is given.
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Some ternary Diophantine equations of signature (,, ,, 2),In this article, we will determine the primitive integral solutions . to equations of the form
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Constructing the split octonions,In this chapter we construct the split octonion algebra over a ring, first using the structure constant machinery of . and then using Lie algebras.
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