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40
Crossover recombination and synapsis are linked by adjacent regions within the N terminus of the Zip1 synaptonemal complex protein.pdf
Crossover recombination and synapsis are linked by adjacent regions within the N terminus of the Zip1 synaptonemal complex protein
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42
The Double-Strand Break Landscape of Meiotic Chromosomes Is Shaped by the Paf1 Transcription Elongation Complex in Saccharomyces cerevisiae.pdf
The Double-Strand Break Landscape of Meiotic Chromosomes Is Shaped by the Paf1 Transcription Elongation Complex in Saccharomyces cerevisiae
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48
高盛-中国复杂宏观环境的投资含义 The investment implications of China's complex macro challenges.pdf
高盛-中国复杂宏观环境的投资含义 The investment implications of China’s complex macro challenges高盛-中国复杂宏观环境的投资含义 The investment implications of China’s complex macro challenges高盛-中国复杂宏观环境的投资含义 The investment implications of China’s complex macro challenges
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71
2 What is Complex Systems Science - Eclectic Anthropology 2复杂系统科学的折衷的人类学是什么.pdf
2 What is Complex Systems Science - Eclectic Anthropology 2复杂系统科学的折衷的人类学是什么
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70
201309.3982v1 Desingularization of complex multiple zeta-functions, fundamentals of p-adic multiple L-functions, and evaluation of their special values.pdf
This paper deals with a multiple version of zeta- and L-functions both in the complex case and in the p-adic case: [I] Our motivation in the complex case is to find suitable rigorous meaning of the values of multivariable multiple zeta-functions (MZFs) at non-positive integer points. (a) We reveal that MZFs turn to be entire on the whole space after taking the desingularization. Further we show that the desingularized function is given by a suitable finite linear combination of MZFs with some arguments shifted. It is also shown that specific combinations of Bernoulli numbers attain the special values at their non-positive integers of the desingularized ones. (b) Twisted MZFs can be continued to entire functions and their special values at non-positive integer points can be explicitly calculated. [II] Our work in the p-adic case is to develop the study on analytic side of the Kubota-Leopoldt p-adic L-functions (pLFs) into the multiple setting. We constru
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