Carl W. Lee

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The Numbers of Faces of Polytope Pairs and Unbounded Polyhedra

Carl W. Lee, Louis J. Billera, L. Billera, 1981, Eur. J. Comb..

Counting the faces of simplicial convex polytopes

Carl W. Lee, 1981 .

Sufficiency of McMullen's conditions for $f$-vectors of simplicial polytopes

L. Billera, Carl W. Lee, 1980 .

Mathematical Connections and Their Relationship to Mathematics Knowledge for Teaching Geometry

Margaret J. Mohr-Schroeder, Jennifer A. Eli, Carl W. Lee, 2013 .

16 SUBDIVISIONS AND TRIANGULATIONS OF POLYTOPES

Francisco Santos, F. Santos, Carl W. Lee, 2017 .

Two combinatorial properties of a class of simplicial polytopes

Carl W. Lee, 1984 .

Subdivisions and Triangulationsof Polytopes

Carl W. Lee, Carl W. Lee, 2004, Handbook of Discrete and Computational Geometry, 2nd Ed..

Combinatorial Aspects of Convex Polytopes

Margaret M. Bayer, Carl W. Lee, M. Bayer, 1993 .

Exploring mathematical connections of prospective middle-grades teachers through card-sorting tasks

Margaret J. Mohr-Schroeder, Jennifer A. Eli, Carl W. Lee, 2011 .

TRIANGULATING THE d‐CUBE

Carl W. Lee, 1985 .

Generalized Stress and Motions

Carl W. Lee, 1994 .

Squeezed 2-Spheres and 3-Spheres are Hamiltonian

Carl W. Lee, Robert L. Hebble, 2000 .

Integrating Digital Technologies for Spatial Reasoning: Using Google SketchUp to Model the Real World

D. Craig Schroeder, Carl W. Lee, 2013 .

Using Spatial Reasoning for Creative Design: Merging Engineering and Mathematics Practices

Carl W. Lee, Margaret J. Mohr-Schroeder, D. Craig Schroeder, 2015 .

Bounding the Numbers of Faces of Polytope Pairs and Simple Polyhedra

Carl W. Lee, 1984 .

Winding Numbers and the Generalized Lower-Bound Conjecture

Carl W. Lee, Carl W. Lee, 1990, Discrete and Computational Geometry.

The g-Theorem MA 715 Course Notes Spring 2002

Carl W. Lee, 2002 .

A generalized sewing construction for polytopes

Carl W. Lee, M. Menzel, 2010 .

Recovering Lexicographic Triangulations

Wendy H. Weber, Carl W. Lee, 2017, 1711.06699.

On the numbers of faces of low-dimensional regular triangulations and shellable balls

Carl W. Lee, L. Schmidt, 2011 .

Regular Triangulations of Convex Polvtopes

Carl W. Lee, Carl W. Lee, 1990, Applied Geometry And Discrete Mathematics.

Estimates for Brascamp-Lieb forms in $L^p$-spaces with power weights

Carl W. Lee, K. Ott, Russell M. Brown, 2018, 1807.07040.

Sweeping the cd-Index and the Toric h-Vector

Carl W. Lee, Carl W. Lee, 2010, Electron. J. Comb..

An Upper Bound Theorem for Polytope Pairs

Carl W. Lee, Peter Kleinschmidt, David W. Barnette, 1986, Math. Oper. Res..

On k-stacked polytopes

Carl W. Lee, Peter Kleinschmidt, P. Kleinschmidt, 1984, Discret. Math..

A Proof of the Sufficiency of McMullen's Conditions for f-Vectors of Simplicial Convex Polytopes

Carl W. Lee, Louis J. Billera, L. Billera, 1981, J. Comb. Theory, Ser. A.

P.L.-Spheres, convex polytopes, and stress

Carl W. Lee, Carl W. Lee, 1996, Discret. Comput. Geom..

Foundations of space-time finite element methods: polytopes, interpolation, and integration pdf

David L. Darmofal, Freddie D. Witherden, Carl W. Lee, 2020, ArXiv.

The Associahedron and Triangulations of the n-gon

Carl W. Lee, Carl W. Lee, 1989, Eur. J. Comb..

Transportation problems which can be solved by the use of hirsch-paths for the dual problems

Carl W. Lee, Peter Kleinschmidt, Heinz Schannath, 1987, Math. Program..

Kalai's Squeezed Spheres Are Shellable

Carl W. Lee, Carl W. Lee, 2000, Discret. Comput. Geom..