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Rigorous Proof for Riemann Hypothesis Using the Novel Sigma-power Laws and Concepts from the Hybrid Method of Integer Sequence Classification

机译：利用整数序列分类的混合方法的简约法律和概念对Riemann假设的严格证明

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John Y. C. Ting;
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1. Rigorous Proof for Riemann Hypothesis Using the Novel Sigma-power Laws and Concepts from the Hybrid Method of Integer Sequence Classification [J] . John Y. C. Ting Journal of Mathematics Research . 2016,第3期

机译：使用新的Sigma-幂定律和概念从整数序列分类的混合方法严格证明黎曼假设
2. The Prime Sequence: Demonstrably Highly Organized While Also Opaque and Incomputable—With Remarks on Riemann’s Hypothesis, Partition, Goldbach’s Conjecture, Euclid on Primes, Euclid’s Fifth Postulate, Wilson’s Theorem along with Lagrange’s Proof of It and Pascal’s Triangle, and Rational Human Intelligence [J] . Leo Depuydt Advances in Pure Mathematics . 2014,第8期

机译：素数序列：高度有序，同时又不透明且不可辩驳-涉及黎曼假设，分区，哥德巴赫猜想，素欧几里德素数，欧几里德第五假设，威尔逊定理以及拉格朗日证明和帕斯卡尔三角形以及理性人类智慧
3. From the first rigorous proof of the Circular Law in 1984 to the Circular Law for block random matrices under the generalized Lindeberg condition [J] . Vyacheslav L.Girko Random operators and stochastic equations . 2018,第2期

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4. Existence of short proofs for nondivisibility of sparse polynomials under the extended Riemann hypothesis [C] . Dima Yu. Grigoriev, Marek Karpinski, Andrew M. Odlyzko International symposium on Symbolic and algebraic computation . 1992

机译：扩展黎曼假设下稀疏多项式不可除的短证明的存在
5. A Rigorous Proof of Some Heuristic Rules in the Method of Brackets to Evaluate Definite Integrals [D] . Ngo, Tri. 2018

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6. Compensatory Base Changes in ITS2 Secondary Structures Correlate with the Biological Species Concept Despite Intragenomic Variability in ITS2 Sequences – A Proof of Concept [O] . Matthias Wolf, Shilin Chen, Jingyuan Song, -1

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7. The Riemann Hypothesis Holds True: A Rigorous Proof with Mean Formula and Extremum Principle [O] . Jinliang Wang 2019

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Rigorous Proof for Riemann Hypothesis Using the Novel Sigma-power Laws and Concepts from the Hybrid Method of Integer Sequence Classification

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