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I Decomposition Theorems From Shuffle Products of Multiple Zeta Values
1 The New World of Multiple Zeta Values
2 Integral Representations fo Multiple Zeta Values
3 Decomposition Theorems of Riemann Zeta Values
4 Shuffle Product of Multiple Zeta Values of Height One
5 Applicatinos of the Decomposition Theorems
II Multiple Zeta Values with Parameters
6 Weighted Sum Formulas and Bernoulli Identities
7 Multiple Zeta Values with Parameters
8 Sum Formulas and Duality Theorems
9 All About the Restricted Sums
10 Back to the Decomposition Theorem
11 A Brief Survey of Multiple Zeta Values
III Appendix
A Evaluations of the Multiple Zeta Value
1 The New World of Multiple Zeta Values
2 Integral Representations fo Multiple Zeta Values
3 Decomposition Theorems of Riemann Zeta Values
4 Shuffle Product of Multiple Zeta Values of Height One
5 Applicatinos of the Decomposition Theorems
II Multiple Zeta Values with Parameters
6 Weighted Sum Formulas and Bernoulli Identities
7 Multiple Zeta Values with Parameters
8 Sum Formulas and Duality Theorems
9 All About the Restricted Sums
10 Back to the Decomposition Theorem
11 A Brief Survey of Multiple Zeta Values
III Appendix
A Evaluations of the Multiple Zeta Value
作者簡介
Minking Eie
Chair Professor of Department of Mathematics, National Chung Cheng University, Taiwan
Chair Professor of Department of Mathematics, National Chung Cheng University, Taiwan
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