Hsu, Tim - Department of Mathematics, San José State University

• Teaching (and Grading) with MathXpert Michael Beeson
• Quilts, the 3string braid group, and braid actions on finite groups
• The Math Colloquium Department of Mathematics
• SEPARATING QUASICONVEX SUBGROUPS OF RIGHTANGLED ARTIN TIM HSU AND DANIEL T. WISE
• The Math Colloquium Department of Mathematics
• Timothy M. Hsu Curriculum Vitae
• ON LINEAR AND RESIDUAL PROPERTIES OF GRAPH TIM HSU AND DANIEL T. WISE
• The Math Colloquium Department of Mathematics
• The Math Colloquium Department of Mathematics
• The Math Colloquium Department of Mathematics
• The Math Colloquium Department of Mathematics
• The Math Colloquium Department of Mathematics
• Contemporary Mathematics Volume 00, 19xx
• Partitioning the Boolean lattice into chains of large minimum size
• A NONRESIDUALLY FINITE SQUARE OF FINITE TIM HSU AND DANIEL T. WISE
• The Math Colloquium Department of Mathematics
• Timothy M. Hsu Curriculum Vitae
• ASCENDING HNN EXTENSIONS OF POLYCYCLIC GROUPS ARE RESIDUALLY FINITE
• The Math Colloquium Department of Mathematics
• GROUPS WITH INFINITELY MANY TYPES OF FIXED SUBGROUPS
• The Math Colloquium Department of Mathematics
• The Math Colloquium Department of Mathematics
• THE GENERALIZED F UREDI CONJECTURE HOLDS FOR
• EXPLICIT CONSTRUCTIONS OF CODE LOOPS AS CENTRALLY TWISTED PRODUCTS
• Some Very Interesting Sequences John H. Conway and Tim Hsu
• The Math Colloquium Department of Mathematics
• SEPARATING QUASICONVEX SUBGROUPS OF RIGHT-ANGLED ARTIN TIM HSU AND DANIEL T. WISE
• Timothy M. Hsu Curriculum Vitae
• Timothy M. Hsu Curriculum Vitae
• The Math Colloquium Department of Mathematics
• PERMUTATION TECHNIQUES FOR COSET REPRESENTATIONS OF MODULAR SUBGROUPS
• MOUFANG LOOPS OF CLASS 2 AND CUBIC FORMS Abstract. We classify finite Moufang loops which are centrally nilpotent of
• Some Very Interesting Sequences John H. Conway and Tim Hsu
• PARTITIONING THE BOOLEAN LATTICE INTO CHAINS OF LARGE MINIMUM SIZE
• The Math Colloquium Department of Mathematics
• The Math Colloquium Department of Mathematics
• Timothy M. Hsu Curriculum Vitae
• PARTITIONING THE BOOLEAN LATTICE INTO A MINIMAL NUMBER OF CHAINS OF RELATIVELY UNIFORM SIZE
• The Math Colloquium Department of Mathematics
• Article Submitted to European Journal of Combinatorics Partitioning the Boolean lattice into a
• The Math Colloquium Department of Mathematics
• IDENTIFYING CONGRUENCE SUBGROUPS OF THE MODULAR GROUP
• The Math Colloquium Department of Mathematics
• The Math Colloquium Department of Mathematics
• Timothy M. Hsu Curriculum Vitae
• Embedding theorems for nonpositively curved polygons of finite groups 1
• The Math Colloquium Department of Mathematics
• The Math Colloquium Department of Mathematics
• The Math Colloquium Department of Mathematics
• The Math Colloquium Department of Mathematics
• The Math Colloquium Department of Mathematics
• The Math Colloquium Department of Mathematics
• The Math Colloquium Department of Mathematics
• The Math Colloquium Department of Mathematics
• The Math Colloquium Department of Mathematics
• The Math Colloquium Department of Mathematics
• The Math Colloquium Department of Mathematics
• The Math Colloquium Department of Mathematics
• The Math Colloquium Department of Mathematics
• The Math Colloquium Department of Mathematics
• The Math Colloquium Department of Mathematics
• The Math Colloquium Department of Mathematics
• The Math Colloquium Department of Mathematics
• The Math Colloquium Department of Mathematics
• The Math Colloquium Department of Mathematics
• The Math Colloquium Department of Mathematics
• The Math Colloquium Department of Mathematics
• The Math Colloquium Department of Mathematics
• The Math Colloquium Department of Mathematics
• SPECIAL COLLOQUIUM Department of Mathematics
• The Math Colloquium Department of Mathematics