Robert Tijdeman (born 30 July 1943 in Oostzaan, North Holland) is a Dutch mathematician. Specializing in number theory, he is best known for his Tijdeman's theorem. He is a professor of mathematics at the Leiden University since 1975, and was chairman of the department of mathematics and computer science at Leiden from 1991 to 1993. He was also president of the Dutch Mathematical Society from 1984 to 1986.[1]
Tijdeman received his PhD in 1969 from the University of Amsterdam,[2] and received an honorary doctorate from Kossuth Lajos University in 1999. In 1987 he was elected to the Royal Netherlands Academy of Arts and Sciences.[1][3]
^ abCurriculum vitae from Tijdeman's web site, retrieved 2009-08-26.
^Robert Tijdeman at the Mathematics Genealogy Project
^"Rob Tijdeman" (in Dutch). Royal Netherlands Academy of Arts and Sciences. Retrieved 15 July 2015.
RobertTijdeman (born 30 July 1943 in Oostzaan, North Holland) is a Dutch mathematician. Specializing in number theory, he is best known for his Tijdeman's...
1952 Summer Olympics RobertTijdeman (born 1943 in Oostzaan) a Dutch mathematician, specializing in number theory, wrote Tijdeman's theorem Trijnie Rep...
Beukers received his PhD at Leiden University under the direction of RobertTijdeman with thesis The generalized Ramanujan–Nagell Equation, published in...
Johannes Sjöstrand Henri Skoda Robert Irving Soare Andrei Suslin H. J. Sussmann Vidar Thomee William Paul Thurston RobertTijdeman Kenji Ueno Dietmar Uhlig...
dissertation, On Continued Fraction Algorithms, was supervised by RobertTijdeman and Cornelis Kraaikamp. After this, Smeets became a science journalist...
University Known for Voorhoeve index Scientific career Fields Mathematics Institutions Eindhoven University of Technology Doctoral advisor RobertTijdeman...
Craats 13-04-2007 Dirk van Dalen 13-04-2007 F. Verhulst 05-04-2013 RobertTijdeman 22-03-2016 Rien Kaashoek 22-03-2016 Henk van der Vorst 23-04-2019 Herman...
simple zeros. A generalization of Tijdeman's theorem concerning the number of solutions of ym = xn + k (Tijdeman's theorem answers the case k = 1), and...
(1): 505–526, doi:10.1007/BF01180606, S2CID 121351858. Shorey, T. N.; Tijdeman, R. (1990), "On the greatest prime factor of an arithmetical progression"...
Interesting Numbers. Penguin Books Ltd. p. 4. ISBN 9780141929408. Tijdeman, Robert (1976). "On the Gel'fond–Baker method and its applications". In Felix...
H.J.J. "Perfect Numbers and Aliquot Sequences" in H.W. Lenstra and R. Tijdeman (eds.): Computational Methods in Number Theory, Vol. 154, Amsterdam, 1982...
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