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Florent BAUDIER, Visiting Assistant Professor
![[PHOTO]](images/YOUR_PHOTO.png)
| Office: | Milner 120 |
|---|---|
| Fax: | +1-979-845-6028 |
| E-mail: | florent[AT] math.tamu.edu |
| CV: | CV.pdf |
Teaching
Spring 2012-MATH 152
- Useful links
- WebAssign link. Read all the power point slides for Math 152 under Student Information Page, then look under 'Calculator, Textbook, and WebAssign Access Code Information' for Math 152.
Spring 2012-MATH 308
IMPORTANT INFORMATION (UPDATED CONTINUOUSLY) TO BE CHECKED REGULARLY
| Test 2 key |
Research Interests
- Linear and non-linear geometric Banach space theory
- Embeddings of graphs, groups and general metric spaces
- Geometric properties of metric spaces
- Probabilities and quantitative metric geometry
- Differentiability
- Applications of the above to theoretical computer science
Workshops and Seminars
Publications
- F. Baudier, Embeddings of proper metric spaces into Banach spaces, to appear in Houston Journal of Mathematics.
- F. Baudier, N. J. Kalton and G. Lancien, A new metric invariant for Banach spaces, Studia Math. 199 (2010), no. 1, 73-94.
- F. Baudier and G. Lancien, Embeddings of locally finite metric spaces into Banach spaces, Proc. Amer. Math. Soc. 136 (2008),1029-1033.
- F. Baudier, Metrical characterization of super-reflexivity and linear type of Banach spaces, Archiv Math. 89 (2007), 419-429.
Pre-prints
- F. Baudier and M. Ostrovkii, Lipschitz embeddings of graphs, expanders and cotype, in preparation.
- F. Albiac and F. Baudier, Lipschitz embeddings between L_p-spaces and their snwoflakings, in preparation.
