
- Results from MathSciNet: Mathematical Reviews on the Web Copyright American Mathematical Society 2002
- AFFINE WEYL GROUPS IN KTHEORY AND REPRESENTATION THEORY CRISTIAN LENART AND ALEXANDER POSTNIKOV
- A PIERITYPE FORMULA FOR THE KTHEORY OF A FLAG CRISTIAN LENART AND FRANK SOTTILE
- HAGLUND-HAIMAN-LOEHR TYPE FORMULAS FOR HALL-LITTLEWOOD POLYNOMIALS OF TYPE B AND C
- QUANTUM GROTHENDIECK POLYNOMIALS CRISTIAN LENART AND TOSHIAKI MAENO
- HALL-LITTLEWOOD POLYNOMIALS, ALCOVE WALKS, AND FILLINGS OF YOUNG DIAGRAMS, II
- ON COMBINATORIAL FORMULAS FOR MACDONALD POLYNOMIALS CRISTIAN LENART
- ON THE COMBINATORICS OF CRYSTAL GRAPHS, I. LUSZTIG'S INVOLUTION CRISTIAN LENART
- COMBINATORIAL MODELS FOR CERTAIN STRUCTURES IN
- Research Statement Cristian Lenart
- ON THE COMBINATORICS OF CRYSTAL GRAPHS, II. THE CRYSTAL CRISTIAN LENART
- Results from MathSciNet: Mathematical Reviews on the Web fl Copyright American Mathematical Society 1998
- Results from MathSciNet: Mathematical Reviews on the Web Copyright American Mathematical Society 1999
- ON q-ANALOGS OF WEIGHT MULTIPLICITIES FOR THE LIE SUPERALGEBRAS gl(n, m) AND spo(2n, M)
- LAGRANGE INVERSION AND SCHUR FUNCTIONS CRISTIAN LENART
- Results from MathSciNet: Mathematical Reviews on the Web fl Copyright American Mathematical Society 1998
- ON THE COMBINATORICS OF CRYSTAL GRAPHS, I. LUSZTIG'S INVOLUTION CRISTIAN LENART
- Results from MathSciNet: Mathematical Reviews on the Web Copyright American Mathematical Society 1999
- COMBINATORIAL MODELS FOR CERTAIN STRUCTURES IN
- THE COMBINATORICS OF STEENROD OPERATIONS ON THE COHOMOLOGY OF GRASSMANNIANS
- A UNIFIED APPROACH TO COMBINATORIAL FORMULAS FOR SCHUBERT POLYNOMIALS
- THE KTHEORY OF THE FLAG VARIETY AND THE FOMINKIRILLOV QUADRATIC ALGEBRA
- A Combinatorial Model in Lie Theory Cristian Lenart
- A COMBINATORIAL MODEL FOR CRYSTALS OF KACMOODY ALGEBRAS CRISTIAN LENART AND ALEXANDER POSTNIKOV
- Results from MathSciNet: Mathematical Reviews on the Web Copyright American Mathematical Society 1999
- Results from MathSciNet: Mathematical Reviews on the Web Copyright American Mathematical Society 2002
- Advances in Mathematics 134, No. 2, 219--239 (1998) SYMMETRIC FUNCTIONS, FORMAL GROUP LAWS, AND
- HALL-LITTLEWOOD POLYNOMIALS, ALCOVE WALKS, AND FILLINGS OF YOUNG DIAGRAMS, I
- SOME APPLICATIONS OF INCIDENCE HOPF ALGEBRAS TO FORMAL GROUP THEORY AND ALGEBRAIC TOPOLOGY
- SKEW SCHUBERT POLYNOMIALS CRISTIAN LENART AND FRANK SOTTILE
- GROWTH DIAGRAMS FOR THE SCHUBERT MULTIPLICATION CRISTIAN LENART
- ALCOVE PATH AND NICHOLS-WORONOWICZ MODEL OF THE EQUIVARIANT K-THEORY OF GENERALIZED FLAG VARIETIES
- Results from MathSciNet: Mathematical Reviews on the Web Copyright American Mathematical Society 1999
- THE MANY FACES OF MODERN COMBINATORICS CRISTIAN LENART
- Results from MathSciNet: Mathematical Reviews on the Web Copyright American Mathematical Society 1999
- Discrete Mathematics 167/168 (1997), 419--444 CHROMATIC POLYNOMIALS OF PARTITION SYSTEMS
- Advances in Mathematics 136, 251--283 (1998) Article No. AI981731
- ALCOVE PATH AND NICHOLSWORONOWICZ MODEL OF THE EQUIVARIANT KTHEORY OF GENERALIZED FLAG VARIETIES
- A COMBINATORIAL MODEL FOR CRYSTALS OF KAC-MOODY ALGEBRAS CRISTIAN LENART AND ALEXANDER POSTNIKOV
- A NEW COMBINATORIAL MODEL IN REPRESENTATION THEORY CRISTIAN LENART
- QUANTUM GROTHENDIECK POLYNOMIALS CRISTIAN LENART AND TOSHIAKI MAENO
- AFFINE WEYL GROUPS IN K-THEORY AND REPRESENTATION THEORY CRISTIAN LENART AND ALEXANDER POSTNIKOV
- Journal of Algebra 199, 703--732 (1998) Article No. JA977203
- NONCOMMUTATIVE SCHUBERT CALCULUS AND GROTHENDIECK POLYNOMIALS
- GROTHENDIECK POLYNOMIALS VIA PERMUTATION PATTERNS AND CHAINS IN THE BRUHAT ORDER
- COMBINATORIAL ASPECTS OF THE KTHEORY OF GRASSMANNIANS
- HOPF ALGEBRAS OF SET SYSTEMS CRISTIAN LENART AND NIGEL RAY
- A NEW COMBINATORIAL MODEL IN REPRESENTATION THEORY CRISTIAN LENART
- THE MANY FACES OF MODERN COMBINATORICS CRISTIAN LENART
- A KTHEORY VERSION OF MONK'S FORMULA AND SOME RELATED MULTIPLICATION FORMULAS
- COMBINATORIAL CONSTRUCTIONS OF WEIGHT BASES: THE GELFAND-TSETLIN BASIS
- FROM MACDONALD POLYNOMIALS TO A CHARGE STATISTIC BEYOND TYPE A
- CRYSTAL ENERGY FUNCTIONS VIA THE CHARGE IN TYPES A AND C
- FPSAC 2012, Nagoya, Japan DMTCS proc. (subm.), by the authors, 112 A generalization of the alcove model and its