- CONCENTRATION PROPERTIES OF EXTREMAL PARAMETERS
- THE REGISTER FUNCTION FOR tARY TREES MICHAEL DRMOTA AND HELMUT PRODINGER
- D I P L O M A R B E I T Gelfond's Sum of Digits Problems
- TRAVELLING WAVES AND THE DISTRIBUTION OF
- THE DISTRIBUTION OF PATTERNS IN RANDOM TREES FREDERIC CHYZAK, MICHAEL DRMOTA, THOMAS KLAUSNER, AND GERARD KOK
- Primzahltests 2002 -2008
- LINEARE ALGEBRA II ao.Univ.Prof. Dr. Michael Drmota
- DISKRETE MATHEMATIK FUR INFORMATIK 1. UBUNG: 14. OKTOBER 2008
- THE SATURATION LEVEL IN BINARY SEARCH TREE MICHAEL DRMOTA
- Institut f ur Geometrie Technische Universit at Wien
- Bimodality and phase transitions in the profile variance of random binary search trees
- ASYMPTOTIC RESULTS ABOUT THE TO-TAL BRANCH LENGTH OF THE BOLTHAU-
- Inhaltsverzeichnis Kapitel 1. Lineare Rekursionen 1
- THE HEIGHT OF q-BINARY SEARCH TREES MICHAEL DRMOTA AND HELMUT PRODINGER
- Sequences, Discrepancies, and Applications Michael Drmota Robert F. Tichy
- A Uniform Law of the Iterated Logarithm for Brownian Motion on Compact Riemannian Manifolds
- ON ROBSON'S CONVERGENCE AND BOUNDEDNESS CONJECTURE CONCERING THE HEIGHT OF BINARY
- CORRELATIONS ON THE STRATA OF A RANDOM MAPPING
- RANDOM TREES AND STOCHASTIC PROCESSES OF ENTIRE FUNCTIONS
- Discrete Mathematics and Theoretical Computer Science DMTCS vol. (subm.), by the authors, 1--1 Concentration Properties of Extremal
- MATHEMATIK III F UR VERMESSUNGSWESEN
- SOME NEW RESULTS IN SUMMABILTY THEORY Th. Burg, M. Drmota, and R.F. Tichy
- THE VARIANCE OF THE HEIGHT OF DIGITAL SEARCH MICHAEL DRMOTA
- ON NODES OF GIVEN DEGREE IN RANDOM TREES MICHAEL DRMOTA
- Skriptum zur Vorlesung H ohere Mathematik
- ON GENERALIZED FIBONACCI NUMBERS OF GRAPHS Michael Drmota
- q-ADDITIVE FUNCTIONS AND WELL DISTRIBUTION MICHAEL DRMOTA
- DIGITAL EXPANSIONS, PRIME NUMBERS, AND
- D I S S E R T A T I O N General Gelfond problems for
- D I P L O M A R B E I T k-Automatic Reals
- A BIVARIATE ASYMPTOTIC EXPANSION OF COEFFICIENTS OF POWERS
- LINEARE ALGEBRA II ao.Univ.Prof. Dr. Michael Drmota
- Sign-changes of the Thue-Morse Fractal Function and Dirichlet L-Series
- THE HEIGHT OF INCREASING TREES MICHAEL DRMOTA
- THE SUM OF DIGITS OF PRIMES Michael Drmota
- DISKRETE MATHEMATIK F UR INFORMATIK 1. UBUNG: 17. OKTOBER 2006
- THE JOINT DISTRIBUTION OF Q-ADDITIVE FUNCTIONS ON POLYNOMIALS OVER FINITE FIELDS
- GENERATING FUNCTIONS AND CENTRAL LIMIT THEOREMS
- D I P L O M A R B E I T Mathematical Foundations of Elliptic Curve
- THE DISTRIBUTION OF PATTERNS IN RANDOM TREES ERIC CHYZAK # , MICHAEL DRMOTA ## , THOMAS KLAUSNER ## , AND GERARD KOK ###
- Diplomarbeit Parameter in B aumen und erzeugende Funktionen
- IRREGULARITIES OF CONTINUOUS DISTRIBUTIONS
- LOCAL RESULTS ON THE SUM-OF-DIGITS FUNCTION
- A RIGOROUS PROOF OF THE WATERLOO ALGORITHM FOR THE DISCRETE LOGARITHM PROBLEM
- DISSERTATION Limit Theorems in Metric
- APPLICATIONS OF UNIFORMLY DISTRIBUTED FUNCTIONS AND SEQUENCES IN
- s(N)-UNIFORM DISTRIBUTION MODULO 1 Michael Drmota and Reinhard Winkler
- THE DISTRIBUTION OF THE SUMOFDIGITS FUNCTION MICHAEL DRMOTA AND JOHANNES GAJDOSIK
- THE VARIANCE OF THE HEIGHT OF BINARY SEARCH MICHAEL DRMOTA
- THE HEIGHT OF q-BINARY SEARCH TREES MICHAEL DRMOTA AND HELMUT PRODINGER
- FIBONACCI NUMBERS AND CONTINUED FRACTION EXPANSIONS
- The sum of digits of primes in Z[i] Michael Drmota, Joel Rivat, Thomas Stoll
- Precise Asymptotic Analysis of the Tunstall Code Michael Drmota, Yuriy Reznik, Serap A. Savari, and Wojciech Szpankowski
- Discrete Mathematics and Theoretical Computer Science (subm.), by the authors, 1--rev On the Exit Time of a Random Walk with
- DIPLOMARBEIT Kettenbr uche im K orper der
- Precise Average Redundancy of an Idealized Arithmetic Coding
- The Sum-of-Digits-Function and Uniform Distribution Modulo 1
- IRREGULARITIES OF DISTRIBUTION AND CONVEX SETS
- The Random Multisection Problem, Travelling Waves, and the Distribution of the Height of mAry Search Trees
- RARIFIED SUMS OF THE THUE-MORSE SEQUENCE MICHAEL DRMOTA AND MARIUSZ SKA LBA
- The Parity of the Zeckendorf Sum-of-Digits-Function Michael Drmota and Mariusz Ska lba 1
- DIGITAL EXPANSIONS WITH RESPECT TO DIFFERENT DEDICATED TO PROF. EDMUND HLAWKA
- NEWMAN'S PHENOMENON FOR GENERALIZED THUEMORSE SEQUENCES
- THE REGISTER FUNCTION FOR t--ARY TREES MICHAEL DRMOTA AND HELMUT PRODINGER +
- DIPLOMARBEIT Algebraisch-geometrische Codes
- D I P L O M A R B E I T Normale Zahlen
- Institut f ur Geometrie Technische Universit at Wien
- Discrete Mathematics and Theoretical Computer Science (subm.), by the authors, 1--rev Discrete Random Walks on OneSided
- D I P L O M A R B E I T Digital Expansions and the
- Singularities for Systems of Functional Equations
- Precise Asymptotic Analysis of the Tunstall Code Michael Drmota # , Yuriy Reznik + , Serap A. Savari # , and Wojciech Szpankowski
- DISSERTATION ComputerAssisted Analytic Methods
- manuscripta mathematica manuscript No. (will be inserted by the editor)
- Analysis of a Recurrence Related to Critical Nonhomogeneous Branching Processes
- Submitted exclusively to the London Mathematical Society doi:10.1112/0000/000000
- FUNCTIONAL LIMIT THEOREMS FOR DIGITAL EXPANSIONS MICHAEL DRMOTA, MICHAEL FUCHS, AND EUGENIJUS MANSTAVICIUS
- Generalized Shannon Code Minimizes the Maximal Redundancy
- SYSTEMS OF FUNCTIONAL EQUATIONS MICHAEL DRMOTA
- Diplomarbeit Potenzassoziative endliche
- The Parity of the SumofDigitsFunction of Generalized Zeckendorf Representations
- COMBINATORICS AND ASYMPTOTICS ON TREES MICHAEL DRMOTA
- ON IRREGULARITIES OF DISTRIBUTION ON THE HYPERBOLIC PLANE
- THE BINARY SEARCH TREE EQUATION Michael Drmota
- THE DEGREE DISTRIBUTION OF RANDOM PLANAR GRAPHS
- Singularities for Systems of Functional Equations
- ASYMPTOTIC METHODS OF ENUMERATION AND APPLICATIONS TO MARKOV CHAIN MODELS
- LINEARE ALGEBRA I ao.Univ.Prof. Dr. Michael Drmota
- PROFILE AND HEIGHT OF RANDOM BINARY SEARCH TREES MICHAEL DRMOTA
- (Un)Expected Behavior of Digital Search Tree Profile # Michael Drmota + Wojciech Szpankowski #
- Predecessors in Random Mappings Gerd Baron, Michael Drmota, and Ljuben Mutafchiev 1
- THE SHAPE OF UNLABELED ROOTED RANDOM TREES MICHAEL DRMOTA AND BERNHARD GITTENBERGER
- The Precise Minimax Redundancy Michael Drmota Wojciech Szpankowski
- THE JOINT DISTRIBUTION OF Q-ADDITIVE FUNCTIONS ON POLYNOMIALS OVER FINITE FIELDS
- Schwerpunkt: Analyse von Algorithmen T atigkeitsbericht f ur das Jahr 2001
- THE INSTABILITY TIME DISTRIBUTION BEHAVIOUR OF SLOTTED ALOHA
- ON THE PROFILE OF RANDOM TREES MICHAEL DRMOTA AND BERNHARD GITTENBERGER
- STOCHASTIC ANALYSIS OF TREE-LIKE DATA STRUCTURES MICHAEL DRMOTA
- PROBABILISTIC COMBINATORICS Michael Drmota
- Asymptotic Methods of Enumeration and Applications to Markov Chain Models
- VERTICES OF GIVEN DEGREE IN SERIES-PARALLEL MICHAEL DRMOTA, OMER GIMENEZ, AND MARC NOY
- Discrete Mathematics and Theoretical Computer Science DMTCS vol. (subm.), by the authors, 11 The Degree Distribution of Thickened Trees
- ASYMPTOTIC METHODS OF ENUMERATION AND APPLICATIONS TO MARKOV CHAIN MODELS
- A HYPER-GEOMETRIC APPROACH TO THE BMV-CONJECTURE
- The Annals of Applied Probability 2008, Vol. 18, No. 1, 288333
- ON THE DISCREPANCY OF SOME GENERALIZED KAKUTANI'S SEQUENCES OF PARTITIONS
- Irregularities of Distributions with Respect to Polytopes
- FUNCTIONAL LIMIT THEOREMS FOR DIGITAL EXPANSIONS MICHAEL DRMOTA, MICHAEL FUCHS, AND EUGENIJUS MANSTAVI
- EXTENDED ADMISSIBLE FUNCTIONS AND GAUSSIAN LIMITING DISTRIBUTIONS
- THE JOINT DISTRIBUTION OF q-ADDITIVE FUNCTIONS MICHAEL DRMOTA
- The Complete Solution of the Competitive Rank Selection Problem
- LIMITING DISTRIBUTIONS IN BRANCHING PROCESSES WITH TWO TYPES OF PARTICLES
- On the Construction of (Explicit) Khodak's Code and Its Analysis #
- THE SUM OF DIGITS FUNCTION OF SQUARES MICHAEL DRMOTA AND JO
- Institut f ur Geometrie Technische Universit at Wien
- CUCKOO HASHING REVISITED motivated by Luc Devroye, jointly worked out with Reinhard Kutzelnigg
- AN ASYMPTOTIC ANALYSIS OF CUCKOO HASHING
- THE ZECKENDORF EXPANSION OF POLYNOMIAL MICHAEL DRMOTA AND WOLFGANG STEINER
- CONTRIBUTIONS TO UNIFORMLY DISTRIBUTED FUNCTIONS II: COMPLETELY UNIFORMLY DISTRIBUTED FUNCTIONS
- DISSERTATION The Joint Distribution
- Marking in Combinatorial Constructions: Generating Functions and Limiting Distributions
- D I P L O M A R B E I T Die Catalan'sche Vermutung
- Degree distribution in random planar graphs Michael Drmota
- On the discrepancy of some generalized Kakutani's sequences of Michael Drmota and Maria Infusino
- Also available on http://amc.imfm.si ARS MATHEMATICA CONTEMPORANEA x (xxxx) 1x
- THE SUM OF DIGITS FUNCTION OF POLYNOMIAL SEQUENCES MICHAEL DRMOTA
- Distribution Properties of Generalized van der Corput Sequences
- Reinforced Weak Convergence of Stochastic Processes Michael Drmota
- Dedicated to Philippe Flajolet on the occasion of his 50 th birthday. AN ANALYTIC APPROACH TO THE HEIGHT OF BINARY SEARCH
- Relations between Polynomial Roots Michael Drmota and Mariusz Ska lba 1
- ON LINEAR DIOPHANTINE EQUATIONS AND FIBONACCI NUMBERS
- COMPLETELY UNIFORMLY DISTRIBUTED SEQUENCES OF MATRICES
- The Asymptotic Number of Leftist Trees Michael Drmota
- DIE MATHEMATIK VON QUICKSORT UND VERWANDTE FRAGESTELLUNGEN
- THE SUM OF DIGITS OF PRIMES Michael Drmota
- EMBEDDED TREES AND THE SUPPORT OF THE ISE
- D I S S E R T A T I O N Random Bipartite Graphs
- THE HEIGHT DISTRIBUTION OF LEAVES IN ROOTED TREES
- Prob. Theory and Math. Stat., pp. 000{000 B. Grigelionis et al. (Eds)
- AN ANALYTIC APPROACH TO THE HEIGHT OF BINARY SEARCH TREES II
- Precise Minimax Redundancy and Regret January 10, 2003
- Universal exponents and tail estimates in the enumeration of planar maps
- The maximum degree of planar graphs I. Series-parallel graphs
- DMFA Logo AMC Logo Also available at http://amc.imfm.si
- The Expected Profile of Digital Search Trees December 10, 2009
- A Precise Analysis of Cuckoo Hashing MICHAEL DRMOTA and REINHARD KUTZELNIGG
- A Master Theorem for Discrete Divide and Conquer Recurrences Michael Drmota
- Combinatorial Models for Cooperation Networks Michael Drmota1
- Primes with an Average Sum of Digits Michael Drmota, Christian Mauduit and Jol Rivat
- BLOCK ADDITIVE FUNCTIONS ON THE GAUSSIAN MICHAEL DRMOTA*
- On the Construction of (Explicit) Khodak's Code and Its Analysis
- NEWMAN'S PHENOMENON FOR GENERALIZED THUE-MORSE SEQUENCES
- The Random Multisection Problem, Travelling Waves, and the Distribution of the Height of m-Ary Search Trees
- THE SUM OF DIGITS FUNCTION OF SQUARES MICHAEL DRMOTA AND JOEL RIVAT
- EXTENDED ADMISSIBLE FUNCTIONS AND GAUSSIAN LIMITING DISTRIBUTIONS
- (21 January 2005) PROFILES OF RANDOM TREES: CORRELATION AND WIDTH OF RAN-
- THE MAXIMUM DEGREE OF SERIES PARALLEL GRAPHS
- ASYMPTOTICS ON RANDOM DISCRETE OBJECTS
- (Un)Expected Behavior of Digital Search Tree Profile Michael Drmota
- LARGE RANDOM PLANAR GRAPHS Michael Drmota
- ON THE EXIT TIME OF A RANDOM WALK WITH POSITIVE DRIFT
- BLOCK ADDITIVE FUNCTIONS ON GAUSSIAN INGEGERS
- PROFILES OF m-ARY SEARCH TREES Michael Drmota
- CONCENTRATION PROPERTIES OF EXTREMAL PARAMETERS
- THE HEIGHT OF INCREASING TREES Michael Drmota
- Asymptotic Methods of Enumeration and Applications to Markov Chain Models
- INCREASING TREE FAMILIES Michael Drmota
- MATHEMATISCHE ANALYSE VON ALGORITHMEN
- LINEARE ALGEBRA I ao.Univ.Prof. Dr. Michael Drmota
- ZAHLENTHEORIE Skriptum zur Vorlesung
- Analytische ZAHLENTHEORIE
- DISKRETE MATHEMATIK FUR INFORMATIK 1. UBUNG: 13. OKTOBER 2010
- Discrete Mathematics and Theoretical Computer Science (subm.), by the authors, 1rev Discrete Random Walks on One-Sided
- THE WIDTH OF GALTON-WATSON TREES CONDITIONED BY MICHAEL DRMOTA AND BERNHARD GITTENBERGER
- Precise Minimax Redundancy and Regret January 21, 2003
- Diplomarbeit Arakelov Geometry with a View
- ON MULTIPLICATIVE AND LINEAR INDEPENDENCE OF POLYNOMIAL ROOTS
- DISSERTATION The Distribution of Digital
- D I S S E R T A T I O N Die Konvergenz spezieller stochastischer Prozesse gegen die
- Generalized Thue-Morse Sequences of Squares Michael Drmota and Johannes F. Morgenbesser
- Generalized Thue-Morse Sequences of Squares and Uniform Distribution in Compact Groups
- A General Discrete Divide and Conquer Recurrence and Its Applications
- ON GENERALIZED INDEPENDENT SUBSETS OF TREES
- A LIMITING DISTRIBUTION FOR THE NUMBER OF CUTS NEEDED TO ISOLATE THE ROOT OF A RANDOM
- ASYMPTOTIC DISTRIBUTIONS AND A MULTIVARIATE DARBOUX METHOD
- Polynomial Relations between Polynomial Roots Gerd Baron, Michael Drmota, and Mariusz Ska lba 1
- Embedded Trees and the Support of the ISE Michael Drmota
- AN ANALYTIC APPROACH TO THE HEIGHT OF BINARY SEARCH TREES II
- THE DISTRIBUTION OF PATTERNS IN DIGITAL EXPANSIONS MICHAEL DRMOTA
- GENERAL URN MODELS WITH SEVERAL TYPES OF BALLS AND GAUSSIAN LIMITING FIELDS
- Reinforced Weak Convergence of Stochastic Processes Michael Drmota and Jean-Fran cois Marckert y
- Institut f ur Geometrie Technische Universit at Wien
- ATZUNGEN GANZZAHLIGER POLYNOME AUF DEM INTERVALL [0; 1]
- Images and Preimages in Random Mappings
- THE WIDTH OF GALTON-WATSON TREES CONDITIONED BY MICHAEL DRMOTA AND BERNHARD GITTENBERGER
- WEYL SUMS OVER INTEGERS WITH LINEAR DIGIT RESTRICTIONS
- THE ZECKENDORF EXPANSION OF POLYNOMIAL MICHAEL DRMOTA AND WOLFGANG STEINER
- Bimodality and phase transitions in the profile variance of random binary search trees
- RECURSIVE TREES Michael Drmota
- ON THE SHAPE OF THE FRINGE OF VARIOUS TYPES OF RANDOM MICHAEL DRMOTA1
- Quadratische Zahlenkorper 22. April 2005
- THE DEGREE DISTRIBUTION OF RANDOM PLANAR GRAPHS
- PROFILE OF BST The Pro le of Binary Search Trees
- Embedded Trees and the Support of the ISE Michael Drmota
- D I P L O M A R B E I T Classical Class Field Theory
- CALL FOR PAPERS Number Theoretic Algorithms and Related Topics
- A Master Theorem for Discrete Divide and Conquer Recurrences Michael Drmota
- Technische Universitt Wien Institut fr Diskrete Mathematik und Geometrie
- CALL FOR PAPERS ANALYSIS OF ALGORITHMS
- SUBSEQUENCES OF AUTOMATIC SEQUENCES INDEXED BY nc AND CORRELATIONS
- A Central Limit Theorem for the Number of Degree-k Vertices in Random Maps
- Technische Universitt Wien Karlsplatz 13, 1040 Wien
- Discrete Mathematics and Theoretical Computer Science DMTCS vol. (subm.), by the authors, 11 Infinite Systems of Functional Equations
- Mutual Information for a Deletion Channel Michael Drmota
