- EFFECTIVE BOUNDS FOR THE ZEROS OF LINEAR RECURRENCES IN FUNCTION FIELDS
- DIOPHANTINE PROBLEMS WITH LINEAR RECURRENCES VIA THE SUBSPACE THEOREM
- Effective Solution of the D(-1)-quadruple Andrej Dujella
- ON COMPOSITE RATIONAL FUNCTIONS HAVING A BOUNDED NUMBER OF ZEROS AND POLES
- ON THE DIOPHANTINE EQUATION Gn(x) = Gm(y) WITH Q(x, y) = 0
- ANGLE TRISECTION WITH ORIGAMI AND RELATED CLEMENS FUCHS
- COMPOSITE RATIONAL FUNCTIONS EXPRESSIBLE WITH FEW TERMS CLEMENS FUCHS AND UMBERTO ZANNIER
- DIVISIBILITY PROPERTIES OF GENERALIZED LAGUERRE POLYNOMIALS
- POLYNOMIAL-EXPONENTIAL EQUATIONS INVOLVING MULTI-RECURRENCES
- On quantitative aspects of the unit sum number Clemens Fuchs, Robert Tichy and Volker Ziegler
- DIOPHANTINE TRIPLES WITH VALUES IN BINARY RECURRENCES
- THOMAS' FAMILY OF THUE EQUATIONS OVER FUNCTION FIELDS
- SUBSTITUTIONS, ABSTRACT NUMBER SYSTEMS AND THE SPACE FILLING PROPERTY
- ON A FAMILY OF THUE EQUATIONS OVER FUNCTION FIELDS CLEMENS FUCHS* AND VOLKER ZIEGLERz
- THOMAS' FAMILY OF THUE EQUATIONS OVER FUNCTION FIELDS
- DIOPHANTINE m-TUPLES FOR LINEAR POLYNOMIALS ANDREJ DUJELLA, CLEMENS FUCHS* AND ROBERT F. TICHY*
- SUBSTITUTIONS, ABSTRACT NUMBER SYSTEMS AND THE SPACE FILLING PROPERTY
- ON THE DIOPHANTINE EQUATION Gn(x) = Gm (P (x)): HIGHER ORDER RECURRENCES
- POLYNOMIAL-EXPONENTIAL EQUATIONS INVOLVING SEVERAL LINEAR RECURRENCES
- EFFECTIVE BOUNDS FOR THE ZEROS OF LINEAR RECURRENCES IN FUNCTION FIELDS
- On quantitative aspects of the unit sum number Clemens Fuchs, Robert Tichy and Volker Ziegler
- A POLYNOMIAL VARIANT OF A PROBLEM OF DIOPHANTUS AND EULER
- DIOPHANTINE INEQUALITIES INVOLVING SEVERAL POWER SUMS
- DIVISIBILITY PROPERTIES OF GENERALIZED LAGUERRE POLYNOMIALS
- ON A PROBLEM OF DIOPHANTUS FOR RATIONALS ANDREJ DUJELLA AND CLEMENS FUCHS
- COMPLETE SOLUTION OF A PROBLEM OF DIOPHANTUS AND EULER
- COMPOSITE RATIONAL FUNCTIONS EXPRESSIBLE WITH FEW TERMS CLEMENS FUCHS AND UMBERTO ZANNIER
- Effective Solution of the D(-1)-quadruple Conjecture
- DIOPHANTINE m-TUPLES FOR LINEAR POLYNOMIALS. II. EQUAL DEGREES
- ON THE DIOPHANTINE EQUATION Gn(x) = Gm (P (x)) FOR THIRD ORDER LINEAR RECURRING SEQUENCES*
- Clemens Fuchs Karl-Morre Str. 46/15
- ON THE DIOPHANTINE EQUATION Gn(x) = Gm (P (x)) CLEMENS FUCHS*, ATTILA PETH"Oy AND ROBERT F. TICHY*
- DIOPHANTINE PROBLEMS WITH LINEAR RECURRENCES VIA THE SUBSPACE THEOREM
- ON A FAMILY OF THUE EQUATIONS OVER FUNCTION FIELDS CLEMENS FUCHS
- ON A PARAMETRIC FAMILY OF THUE INEQUALITIES OVER FUNCTION FIELDS
- ON A PARAMETRIC FAMILY OF THUE INEQUALITIES OVER FUNCTION FIELDS
- POLYNOMIAL-EXPONENTIAL EQUATIONS INVOLVING MULTI-RECURRENCES
- ON COMPOSITE RATIONAL FUNCTIONS HAVING A BOUNDED NUMBER OF ZEROS AND POLES
- AN UPPER BOUND FOR THE G.C.D. OF TWO LINEAR RECURRING SEQUENCES*
- ON THE DIOPHANTINE EQUATION Gn(x) = Gm (y) WITH Q(x, y) = 0
- COMPLETE SOLUTION OF THE POLYNOMIAL VERSION OF A PROBLEM OF DIOPHANTUS
- PERFECT POWERS IN LINEAR RECURRING SEQUENCES*
- POLYNOMIAL-EXPONENTIAL EQUATIONS AND LINEAR RECURRENCES*
- DIOPHANTINE TRIPLES WITH VALUES IN BINARY RECURRENCES
- DIVISIBILITY PROPERTIES OF HYPERGEOMETRIC POLYNOMIALS
- DIVISIBILITY PROPERTIES OF HYPERGEOMETRIC POLYNOMIALS
- Lineare Algebra II und Geometrie Ubung, LVA 405.086, 405.087, 405.088
- Lineare Algebra II und Geometrie LVA 405.085
- Lineare Algebra II und Geometrie Ubung, LVA 405.086, 405.087, 405.088
- Ausgewahlte Themen der Analysis Ubung, LVA 405.231, 405.232
