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Как была решена 10-я проблема Гильберта. Рассказ участника событий
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on March 17, 2023
in
Санкт-Петербург,
ПОМИ РАН
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How a computation could suggest mathematical concepts. A case study
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on November 8, 2021
in
Sochi, Russia
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How a computer could discover prime numbers
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on July 28, 2021
in
St. Petersburg, Russia
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New Life of the Old Sieve
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on April 8, 2021
Zoom
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A New Life of the Old Sieve
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on March 25, 2021
in
St. Petersburg, Russia
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60 years of DPR-theorem and 50 years of DPRM-theorem
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on December 18, 2020
in
Berkeley, USA
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Some own properties of certain approximations of the alternating zeta function by finite Dirichlet series
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on December 15, 2020
in
Moscow, Russia
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Джулия Робинсон и десятая проблема Гильберта
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on February 25, 2020
in
St.Petersburg, Russia
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Some numerical observations on Riemann's zeta function
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on December 12, 2019
in
Berkeley, USA
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Around Hilbert's eighth and tenth problems
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on December 9, 2019
in
Berkeley, USA
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Riemann's zeta function and prime numbers: A new interplay
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on December 3, 2019
in
Palo Alto, USA
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Круги на полях, которые рисует дзета-функция Римана (Crop circles drawn by Riemann's zeta function)
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on August 23, 2019
in
Tula, Russia
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Рекуррентные последовательности
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on April 2, 2019
in
St.Petersburg, Russia
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\(\Pi^0_1\)-формулировки некоторых известных проблем
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on December 24, 2018
in
Moscow, Russia
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Простые числа и математический анализ
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on October 26, 2018
in
St.Petersburg, Russia
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Вычислительные аспекты теоремы Гамбургера
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on May 28, 2018
in
Tula, Russia
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Я Вам докажу
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on May 2, 2018
in
St.Petersburg, Russia
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Hilbert's Tenth Problem and some other difficult problem
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on November 11, 2017
in
Paris, France
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The Riemann Hypothesis in terms of eigenvalues of certain almost triangular Hankel matrices
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on October 24, 2017
in
Bonn, Germany
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Finite Dirichlet series with partially prescribed zeroes
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on October 19, 2017
in
Bremen, Germany
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Alfred Tarski's Great Algorithm: Decidability of elementary algebra and geometry
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on October 18, 2017
in
Bremen, Germany
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The Four Color Conjecture as a particular case of Hilbert’s tenth problem
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on June 6, 2017
in
St.Petersburg, Russia
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Approximation of the zeta function via finite
Euler products (and via finite Euler sums)
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on May 24, 2017
in
Moscow, Russia
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Hilbert's Tenth Problem and some other unsolvable problems
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on April 18, 2017
in
Beijing, China
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The Riemann Hypothesis in terms of eigenvalues of certain almost triangular Hankel matrices
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on April 18, 2017
in
Beijing, China
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Hilbert's Tenth Problem and some other difficult problem
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on December 15, 2016
in
Turku, Finland
in Turku, Finland
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A few factors from the Euler product are sufficient for calculating the zeta function with high precision
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on December 14, 2016
in
Turku, Finland
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A few factors from the Euler product are sufficient for calculating the zeta function with high precision
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on December 6, 2016
in
Moscow, Russia
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Computer experiments for approximating Riemann's zeta function by finite Dirichlet series
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on May 16, 2016
in
Waterloo, Canada
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Computer experiments for approximating Riemann’s zeta function by finite Dirichlet series
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on May 13, 2016
in
London, Canada
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Просто как простые числа
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on April 26, 2016
Санкт-Петербург
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Primes are prim
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on April 15, 2016
in
St.Petersburg, Russia
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Finite Dirichlet series with partially prescribed zeroes
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on February 3, 2016
in
Toronto, Canada
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Finite Dirichlet series with partially prescribed zeroes
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on September 14, 2015
in
St.Petesburg, Russia
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Finite Dirichlet series vanishing at the initial zeroes of Riemann's zeta function
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on July 6, 2015
in
Stockholm, Sweden
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Structure of eigenvalues and eigenvectors of certain almost triangular Hankel matrices
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on July 4, 2015
in
St.Petersburg, Russia
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Approximation of Riemann's Zeta Function by Finite Dirichlet Series
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in May of 2015
in
Grensboro, USA
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Studying the zeta function via certain determinants
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on December 4, 2014
in
Moscow, Russia
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Approximation of Riemann's zeta function by some finite Dirichlet series
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on November 28, 2014
in
St.Petersburg, Russia
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Primes are prim
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on November 14, 2014
in
Munchen, Germany
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Numerical study of Riemann's zeta functions via determinants
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on November 5, 2014
in
Munich, Germany
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Thue systems: an interplay between mathematics and computer science
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on June 2, 2014
in
Turku, Finland
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Eigenvalues and eigenvectors of some Hankel matrices related to the zeta and L-functions
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on May 28, 2014
in
Turku, Finland
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Как рисовать деревья "правильно"
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on May 22, 2014
in
St.Petersburg, Russia
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Эти непростые простые числа
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on March 5, 2014
in
St.Petersburg, Russia
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New properties of Riemann's zeta function
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on August 24, 2013
in
Armenia
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Defining Dirichlet series via interpolating determinants
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on May 21, 2013
in
St.Petersburg, Russia
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Вычисление дзета-функции Римана с помощью интерполяционных определителей
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on May 13, 2013
in
Moscow, Russia
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Вычисление дзета-функции Римана с помощью интерполяционных определителей
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on April 1, 2013
in
St.Petersburg, Russia
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Calculation of Riemann's zeta function via interpolating determinants
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on March 15, 2013
in
Bonn, Germany
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Some non-standard methods to perform calculations with Riemann's zeta function
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on November 22, 2012
in
Moscow, Russia
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Алан Тьюринг и теория чисел
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on October 9, 2012
in
St.Petersburg, Russia
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Enlarging the Scope of Applicability of Successful Techniques for Automated Reasoning in Mathematics
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in July of 2012
in
Manchester, Great Britain
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Alan Turing and Number Theory
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in July of 2012
in
Manchester, Great Britain
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New Conjectures about Zeros of Riemann's Zeta Function
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on June 18, 2012
in
Leicester, Great Britain
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New Conjectures about Zeroes of Riemann's Zeta Function
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on March 1, 2012
in
Calgary, Canada
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New Conjectures about Zeroes of Riemann's Zeta Function
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on February 27, 2012
in
Lethbridge, Canada
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New Conjectures about Zeroes of Riemann's Zeta Function
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on January 26, 2012
in
Oxford, Great Britain
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Один способ вычисления нулей дзета-функции Римана
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on September 19, 2011
in
internet
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What can we do with Diophantine problems and what we cannot do
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on August 20, 2010
in
Moscow, Russia
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Тайная жизнь дзета-функции Римана
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on December 18, 2008
in
Moscow, Russia
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Riemann's zeta function: More computations and conjectures
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in September of 2008
in
Kyiv, Ukraine
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Тайная жизнь дзета-функции Римана
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on October 8, 2007
in
St.Petersburg, Russia
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Riemann's zeta function: Some computations and conjectures
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in May of 2007
in
Turku, Finland
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Word Equations, Fibonacci Numbers, and Hilbert's Tenth Problem
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on September 28, 2006
in
Turku, Finland
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On Hilbert's 10th Problem
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in 2000
in
Calgary, Canada
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