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{{http://people.math.binghamton.edu/images//faculty/louis.jpg?220x260}}
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===== Louis F. McAuley =====
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Professor Emeritus \\
Ph.D., 1954, University of North Carolina-Chapel Hill \\
At Binghamton since 1969 \\
**Areas of Interest:** TOPOLOGY: open and closed mappings, light open and closed mappings, totally disconnected topological groups acting on n-manifolds and more general spaces \\
[[ :research#louis | Summary of research interests ]] \\


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| **E-mail:** | , louis@math.binghamton.edu |
| **Fax:**    | (607) 777-2450             |
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  * **Ph. D. Students:**
    * Randall Holmes, July, 1989  \\ **Thesis:** Systems of Combinatory Logic Related to Quine's "New Foundations"
    * Jeff Norden, Summer, 1988  \\ **Thesis:** Homeomorphisms Between Pixley-Roy Spaces
    * John Kulesza, May, 1987  \\ **Thesis:** Dimension Theory of non-separable metric spaces
    * Robert Johnson, May, 1985  \\ **Thesis:** Uniform Inverse Set Convergence and Inverse Limits
    * John Kavanagh, May, 1982  \\ **Thesis:** Extensions of Homeomorphisms and Generalizations
    * Alan Coppola, Spring, 1980  \\ **Thesis:** On p-Adic Transformation Groups
    * Gerald Jungck, May, 1978  \\ **Thesis:** Local Homeomorphisms
    * Steve Dibner, Spring, 1977  \\ **Thesis:** Heegaard Splittings for an Infinite Family of Closed Orientable Three-Manifolds
    * Ronald Fintushel, Spring, 1975  \\ **Thesis:** Orbit Maps of Local S1-Actions on Manifolds of Dimension Less Than Five
    * Eric Robinson, Spring, 1975  \\ **Thesis:** Characterizations and Properties of Some Light-Open Mappings
    * John Walsh, Spring, 1974  \\ **Thesis:** Monotone, Monotone Open, and Light Open Mappings of Manifolds
    * Robert Reed, Spring, 1972  \\ **Thesis:** Foundations of Vietoris Homology Theory with Applications to Non-Compact Spaces
    * John Baildon, Spring, 1971  \\ **Thesis:** Open Maps and Maps Onto Two-Manifolds
    * Myra Reed, Spring, 1971  \\ **Thesis:** Decomposition Spaces and Separation Properties
    * Edythe Woodruff, Spring, 1971  \\ **Thesis:** Concerning the Condition that a Disk in E3/G be the Image of a Disk in E3
    * William Haver, August, 1970  \\ **Thesis:** Cellular Mappings on Manifolds


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