- Compositions and Multisets Restricted by Patterns of Length 3 1 Compositions and Multisets
- INVERSIONS IN COMPOSITIONS OF INTEGERS S. HEUBACH, A. KNOPFMACHER, M. E. MAYS, AND A. MUNAGI
- AVOIDING SUBSTRINGS IN COMPOSITIONS Silvia Heubach
- AVOIDING PERMUTATION PATTERNS OF TYPE (2, 1) IN COMPOSITIONS Silvia Heubach
- STAIRCASE TILINGS AND k-CATALAN STRUCTURES SILVIA HEUBACH1, NELSON Y. LI2, TOUFIK MANSOUR3
- Gascom06' Avoidance of partially ordered patterns in compositions
- STAIRCASE TILINGS AND LATTICE PATHS Silvia Heubach
- Tiling With Trominoes Silvia Heubach Department of Mathematics
- Compositions of n with no occurrence of k Phyllis Chinn, Humboldt State University
- (1, k)-Compositions Phyllis Chinn
- Integer Sequences Related to Compositions without 2's
- USING THE TI-89 TO CONVEY MATHEMATICAL CONCEPTS: AN INTRODUCTORY MODELING COURSE FOR NON-SCIENCE MAJORS
- The Frequency of Summands of a Particular Size in Palindromic Compositions
- USING MATHEMATICA TO CONVEY MATHEMATICAL CONCEPTS: AN INTRODUCTORY MODELING COURSE FOR NON-SCIENCE MAJORS
- AN INNOVATIVE APPROACH TO MODELING AT THE FRESHMAN/SOPHOMORE LEVEL
- FLOPPY GRIDS -Discovering the Mathematics of Grid Bracing A COMAP FAIM Project by G. Klatt, CC Edwards, S. Heubach, and V. Howe
- A Generalization of the Nim and Wythoff games S. Heubach1 M. Dufour2
- Introduction Tools from Combinatorial Game Theory
- Definitions Main Result
- Silvia Heubach California State University Los Angeles
- Enumeration of 3-Letter Patterns in Compositions 1 Enumeration of 3-Letter Patterns
- Tiling with Ls and Squares 1 Tiling with Ls and Squares
- Counting Rises, Levels and Drops in Compositions 1 Counting Rises, Levels and
- $Q,QQRYDWLYH0RGHOLQJ &RXUVHIRU)UHVKPDQ
- EuroPDS'98, Vienna, July 1-3 Modeling and Simulation
- Nim and Wythoff Tools from Combinatorial Game Theory
- Binary Strings Without Odd Runs of Ralph Grimaldi
- RISES, LEVELS, DROPS AND "+" SIGNS IN COMPOSITIONS: EXTENSIONS OF A PAPER BY
- The Naive Approach Tools from Combinatorial Game Theory
- AVOIDING PATTERNS OF LENGTH THREE IN COMPOSITIONS AND MULTISET PERMUTATIONS
- Silvia Heubach 1 Tiling an m-by-n Area with Squares of Size up to k-by-k (m 5)
- Graphs of Tilings Patrick Callahan, University of California
- Avoidance of partially ordered patterns in compositions 1 Avoidance of Partially Ordered
- Patterns Arising From Tiling Rectangles With 1-by-1 and 2-by-2 Squares
- i l * . t a E 6 i k; c -. c
- IMPLEMENTING AN APPROXIMATE PROBABILISTIC ALGORITHM FOR ERROR RECOVERY IN CONCURRENT PROCESSING SYSTEMS
- 2003 NaturePublishing Group R E V I E W S
- Helping Doctors and Patients Make Sense of Health Statistics
- COMPOSITIONS OF n WITH PARTS IN A SET Silvia Heubach and Toufik Mansour
- The Naive Approach Tools from Combinatorial Game Theory
- ORIGINAL CONTRIBUTION Medicine Residents' Understanding
- An Innovative Modeling Course at the Freshman/Sophomore Level
- Tiling an m-by-n Area with Squares
- Introduction Tools from Combinatorial Game Theory
