Fuchs, Michael - Department of Applied Mathematics, National Chiao Tung University Hsinchu

• Mathematical Foundations of Cryptography 6. Assignment
• Phase Changes of Linear Cost Measures For Quadtrees and Gridtrees
• ON METRIC DIOPHANTINE APPROXIMATION IN THE FIELD OF FORMAL LAURENT SERIES
• Metrical Theorems for Inhomogeneous Diophantine Approximation in Positive Characteristic
• ON A PROBLEM OF W. J. LEVEQUE CONCERNING METRIC DIOPHANTINE APPROXIMATION
• Spring Semester 2011 Michael Fuchs
• DIGITAL EXPANSION OF EXPONENTIAL SEQUENCES MICHAEL FUCHS
• INVARIANCE PRINCIPLES IN METRIC DIOPHANTINE APPROXIMATION
• Mathematical Foundations of Cryptography 1. Assignment
• A Note on Simultaneous Diophantine Approximation in Positive Characteristic
• The Subtree Size Profile of Plane-oriented Recursive Trees
• The variance for partial match retrievals in k-dimensional bucket digital trees
• On the Moment-Transfer Approach for Random Variables satisfying a One-Sided Distributional Recurrence
• On the number of subtrees on the fringe of random trees
• AN ANALOGUE OF A THEOREM OF SZ USZ FOR FORMAL LAURENT SERIES OVER FINITE FIELDS
• ON A PROBLEM OF W. J. LEVEQUE CONCERNING METRIC DIOPHANTINE APPROXIMATION II
• Profiles of random trees: Limit theorems for random recursive trees and binary search trees
• Invariance Principles for Diophantine Approximation of Formal Laurent Series over A Finite Base Field
• Subtree Sizes in Recursive Trees and Binary Search Trees: Berry-Esseen Bounds and Poisson Approximations
• Discrete Mathematics and Theoretical Computer Science DMTCS vol. 12:2, 2010, 103166 Asymptotic variance of random symmetric
• Metric Diophantine Approximation for Formal Laurent Series over Finite Fields
• The Variance for Partial Match Retrievals in k-dimensional Bucket Digital Trees
• Mathematical Foundations of Cryptography 2. Assignment
• Mathematical Foundations of Cryptography 5. Assignment
• Phase changes in random point quadtrees HUA-HUAI CHERNa
• Spring Semester 2011 Instructor: Michael Fuchs, Department of Applied Mathematics.
• Limit theorems for patterns in phylogenetic trees Huilan CHANG and Michael FUCHS
• The Subtree Size Profile of Plane-oriented Recursive Trees Michael FUCHS
• Analytic Combinatorics 5. Assignment
• Fall Semester 2011 Instructor: Michael Fuchs, Department of Applied Mathematics.
• Analytic Combinatorics 4. Assignment
• Analytic Combinatorics 3. Assignment
• Analytic Combinatorics 1. Assignment
• Fall Semester 2011 Michael Fuchs
• Limit Theorems for Subtree Size Profiles of Increasing Trees Michael FUCHS
• Analytic Combinatorics 2. Assignment
• Spring Semester 2012 Instructor: Michael Fuchs, Department of Applied Mathematics.
• Stochastic Processes 1. Assignment
• Stochastic Processes 2. Assignment
• Approximate Counting via the Poisson-Laplace-Mellin Michael FUCHS
• Spring Semester 2012 Michael Fuchs