Automated Author Profile

Matiyasevich, Yuri

Current S-Index

5.2

Sum of Dataset Indices for all datasets

Average Dataset Index per Dataset

1.3

Average Dataset Index per dataset

Total Datasets

4

Total datasets for this author

Average FAIR Score

39.4%

Average FAIR Score per dataset

Total Citations

3

Total citations to the author's datasets

Total Mentions

0

Total mentions of the author's datasets

S-Index Interpretation

S-Index Over Time

Cumulative Citations Over Time

Cumulative Mentions Over Time

Datasets

Continuous Crop Circles

We consider a special representation of the alternating zeta function as an infinite sum of finite Dirichlet series. The summands approximately fulfil the same functional equation exactly satisfied by the alternating zeta function itself. Plots of the ratio (a summand)/(alternating zeta function) on the complex plane contains numerous almost ideally circular arcs with geometrical parameters closely related to the non-trivial zeros of the zeta function.

Authors

  • Matiyasevich, Yuri
0 Citations0 Mentions65% FAIR1.6 Dataset Index
10.17632/d48f89yjwsApril 2021

Continuous Crop Circles

We consider a special representation of the alternating zeta function as an infinite sum of finite Dirichlet series. The summands approximately fulfil the same functional equation exactly satisfied by the alternating zeta function itself. Plots of the ratio (a summand)/(alternating zeta function) on the complex plane contains numerous almost ideally circular arcs with geometrical parameters closely related to the non-trivial zeros of the zeta function.

Authors

  • Matiyasevich, Yuri
1 Citation0 Mentions65% FAIR2.0 Dataset Index
10.17632/d48f89yjws.1April 2021

Zeroes of Riemann's zeta function on the critical line with 40000 decimal digits accuracy

No description available

Authors

  • Beliakov, Gleb ;
  • Matiyasevich, Yuri
1 Citation0 Mentions13% FAIR0.8 Dataset Index
10.4225/16/524a0865c670dJanuary 2013

Zeros of Dirichlet L-functions on the critical line with the accuracy of 40000 decimal places

No description available

Authors

  • Beliakov, Gleb ;
  • Matiyasevich, Yuri
1 Citation0 Mentions13% FAIR0.8 Dataset Index
10.4225/16/5382d9a62073eJanuary 2013