Tijdeman, Robert - Mathematisch Instituut, Universiteit Leiden

• Arithmetic Progressions with Common Difference Divisible by Small Primes
• EXACT COVERS OF BALANCED SEQUENCES AND FRAENKEL'S CONJECTURE.
• FRAENKEL'S CONJECTURE FOR SIX by R. Tijdeman
• SUBSTITUTIONS, ABSTRACT NUMBER SYSTEMS AND THE SPACE FILLING PROPERTY
• The complexity of functions on lattices J.W. Sander and R. Tijdeman
• On the transcendence of in nite sums of values of rational functions
• ALGEBRAIC ASPECTS OF EMISSION TOMOGRAPHY WITH ABSORPTION
• AN ALGORITHM FOR DISCRETE TOMOGRAPHY L. Hajdu and R. Tijdeman
• Diophantine Equations Editor: N. Saradha
• Low complexity functions and convex sets in ZZ k J.W. Sander and R. Tijdeman
• On the irrationality of factorial series Jaroslav Hancl # and Robert Tijdeman
• Some extensions and re nements of a theorem of Sylvester
• Balance properties of multi-dimensional words Val erie Berth e and Robert Tijdeman y
• Multi-dimensional versions of a theorem of Fine and Wilf and a formula of Sylvester
• DIGITAL BLOCKS IN LINEAR NUMERATION SYSTEMS G. Barat, R. F. Tichy and R. Tijdeman
• Periodicity and Almost-periodicity Rob Tijdeman
• On irrationality and transcendency of infinite sums of rational numbers
• FINE AND WILF WORDS FOR ANY PERIODS R. Tijdeman and L. Zamboni
• THE TRIBONACCI SUBSTITUTION S.W. Rosema
• AN ALGORITHM FOR DISCRETE TOMOGRAPHY L. Hajdu and R. Tijdeman
• ON THE MINIMAL COMPLEXITY OF INFINITE WORDS
• FINE AND WILF WORDS FOR ANY PERIODS II R. Tijdeman and L. Zamboni
• PRIME FACTORS OF ARITHMETIC PROGRESSIONS AND BINOMIAL COEFFICIENTS
• Chamfer Distances with Integer Neighborhoods Sander Scholtus and Robert Tijdeman
• On the irrationality of Cantor series Jaroslav Han cl and Robert Tijdeman
• THE RECTANGLE COMPLEXITY OF FUNCTIONS ON TWO-DIMENSIONAL
• Irreducibility of polynomials and arithmetic progressions with equal products of terms
• Advances in Discrete Tomography
• General neighborhood sequences in Zn Andras Hajdu a,1
• Some applications of diophantine approximation
• On the rationality of Cantor and Ahmes series Robert Tijdeman and Pingzhi Yuan
• Rauzy substitutions and multidimensional sturmian words
• On the irrationality of Cantor and Ahmes series Jaroslav Hancl # and Robert Tijdeman
• POLYNOMIALS DIVIDING INFINITELY MANY QUADRINOMIALS OR QUINTINOMIALS
• On the irrationality of polynomial Cantor series Jaroslav Hancl
• CUBES IN PRODUCTS OF TERMS IN ARITHMETIC PROGRESSION
• Characterisation of asymptotically Sturmian Alex Heinis and Rob Tijdeman
• A CRITERION FOR POLYNOMIALS TO DIVIDE INFINITELY MANY k-NOMIALS
• Multivariate Diophantine equations with many solutions