- Amsterdam properties of Cp(X) imply discreteness of X D.J. Lutzer, J. van Mill, V.V. Tkachuk1
- Domain Representable Spaces and Completeness Harold Bennett 1
- Staffing Shifts in Mathematical Sciences Departments, 1990-2000 David J. Lutzer 1
- Domain-Representability of Certain Complete Spaces Harold Bennett and David Lutzer
- CURRICULUM VITAE Date: June 1, 2011 1. PERSONAL INFORMATION
- A Note on Monotonically Metacompact Spaces Harold R. Bennett1, Klaas Pieter Hart2, and David J. Lutzer3
- Measurements and G-Subsets of Domains Harold Bennett, Mathematics Department, Texas Tech University, Lubbock, TX 79409
- Domain Representability of Cp(X) Harold Bennett 1 and David Lutzer 2
- MAA and Science Policy David Lutzer, College of William and Mary
- Quarter-stratifiability in Ordered Spaces Harold R Bennett and David J. Lutzer
- Lexicographically Ordered Trees Will Funk 1
- Mathematics Majors 2002 David J. Lutzer 1
- A shorter proof of a theorem on hereditarily orderable spaces Harold Bennett1, Texas Tech University, Lubbock, TX. 79409
- SELECTED ORDERED SPACE PROBLEMS HAROLD BENNETT AND DAVID LUTZER
- The Big Bush Machine Harold Bennett1
- Strong completeness properties in Harold Bennett, Mathematics Department, Texas Tech University, Lubbock, TX 79409
- Scott Representability of Some Spaces of Tall and Miskin Harold Bennett and David Lutzer
- Cleavability in Ordered Spaces Harold Bennett and Robert Byerly
- "Linearly Ordered and Generalized Ordered Spaces" May 6, 2002
- A Decade of REU at William and Mary Charles R. Johnson and David J. Lutzer,
- Subcompactness and Domain Representability in GO-spaces on Sets of Real Numbers
- Domain-Representable Spaces Harold Bennett and David Lutzer
- Some Questions of Arhangel'skii on Rotoids Harold Bennett, Mathematics Department, Texas Tech University, Lubbock, TX 79409,
- Scott Domain Representability of a Class of Generalized Ordered Spaces
- On a Question of Maarten Maurice Harold Bennett, Texas Tech University, Lubbock, TX 79409
- Branch Space Representations of Lines , Vanderbilt University, Nashville, TN 37240
- A Note on Paracompactness in Generalized Ordered Spaces Eric K. van Douwen, Ohio University, Athens, Ohio
- Compact G Sets Harold Bennett, Robert Byerly , and David Lutzer
- GO-spaces with -closed discrete dense subsets Harold R. Bennett, Texas Tech University, Lubbock, TX 79409
- The -space Property in Monotonically Normal Spaces and GO-Spaces Harold R. Bennett, Texas Tech University, Lubbock, TX 79409
- Draft of April 15, 2011 Choban Operators in Generalized Ordered Spaces
- CURRICULUM VITAE Date: July 31, 2010 1. PERSONAL INFORMATION
- Domain Representability and the Choquet Game in Moore and BCO-spaces
- CURRICULUM VITAE Date: March 7, 2012 1. PERSONAL INFORMATION
