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Main Theorem

by unknown authors
"... The following theorem provides a formula that can be programmed into a computer algebra package in order to calculate the number of distinct shuffles of two permutations. Maple 11.0 running on a 2008 laptop can quickly handle calculations up to length 13. For example, #sh(id13, 789 10 11 12 13 12345 ..."
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The following theorem provides a formula that can be programmed into a computer algebra package in order to calculate the number of distinct shuffles of two permutations. Maple 11.0 running on a 2008 laptop can quickly handle calculations up to length 13. For example, #sh(id13, 789 10 11 12 13

Main Theorems

by Cleopatra Christoforou, Ut F (u)x
"... Hyperbolic systems of conservation laws in one-space dimension ..."
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Hyperbolic systems of conservation laws in one-space dimension

On the Second Main Theorem of Cartan

by Alexandre Eremenko , 2013
"... The possibility of reversion of the inequality in the Second Main Theorem of Cartan in the theory of holomorphic curves in projective space is discussed. A new version of this theorem is proved that becomes an asymptotic equality for a class of holomorphic curves defined by solutions of linear diffe ..."
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The possibility of reversion of the inequality in the Second Main Theorem of Cartan in the theory of holomorphic curves in projective space is discussed. A new version of this theorem is proved that becomes an asymptotic equality for a class of holomorphic curves defined by solutions of linear

Main theorem of complex multiplication

by Brian Conrad - In: [144]. http://math. stanford.edu/ ∼ conrad/vigregroup/vigre04/mainthm.pdf 12
"... In [S, Ch. IV, §18] the Main Theorem of complex multiplication is proved in a manner that uses some adelic formalism. However, [S] uses a framework for algebraic geometry that has long been abandoned, so many of the beautiful ideas there are somewhat shrouded in mystery for the reader who is unfamil ..."
Abstract - Cited by 6 (1 self) - Add to MetaCart
In [S, Ch. IV, §18] the Main Theorem of complex multiplication is proved in a manner that uses some adelic formalism. However, [S] uses a framework for algebraic geometry that has long been abandoned, so many of the beautiful ideas there are somewhat shrouded in mystery for the reader who

The Main Theorem Decomposition Theorems

by Cohomology Of Coxeter Groups, Mike Davis
"... ..."
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1.1 The Main Theorem

by Franz-viktor Kuhlmann
"... In this paper, we consider the defect (also called ramification deficiency) of finite extensions of valued fields. For a valued field (K,v), we will denote its value group by vK and its residue field by K or by Kv. An extension of valued fields is written as ..."
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In this paper, we consider the defect (also called ramification deficiency) of finite extensions of valued fields. For a valued field (K,v), we will denote its value group by vK and its residue field by K or by Kv. An extension of valued fields is written as

[3] The Main Theorem

by Georg Nawratil
"... [2] Preliminary considerations ..."
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[2] Preliminary considerations

Main Theorem of Network Coding

by William Wu, William Wu, William Wu, William Wu, William Wu, William Wu
"... Conclusion ◮ Network coding is a theory for communicating information across networks more efficiently. ..."
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Conclusion ◮ Network coding is a theory for communicating information across networks more efficiently.

Proof of Main Theorem is elementary.

by Vassily Bolbachan , 2013
"... ar ..."
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Main Theorem Question Reference

by Haken Manifolds, Qiang Zhang
"... ..."
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