Research Interests for John Harer
Research Interests: Computational Topology, Computational Biology, Algorithms
Professor Harer's primary research is in the use of geometric, combinatorial and computational techniques to study a variety of problems in shape recognition, image segmentation, plant root architecture, biological networks and gene expression. - Current projects:
- Systems Biology
- Computational Topology
- Geometric Image Analysis
- Areas of Interest:
- Computational Biology
Computational Topology
Algorithms
- Recent Publications
- D. Cohen-Steiner, H. Edelsbrunner, J. Harer and D. Morozov., Persistent homology for kernels, images, and cokernels.,
Proc. Sympos. Discret Alg.
(Accepted, 2009) [available here] [abs]
- P. Bendich, J. Harer and H. King, Persistent Intersection Homology
(Preprint, 2008)
- Mehak Aziz, Siobhan M. Brady, David Orlando, Appu Kuruvilla, Scott Spillias, José R. Dinneny, Terri A. Long, John Harer, Uwe Ohler, Philip N. Benfey, Gene Expression Clustering Analysis: How to Choose the Best Parameters and Clustering Algorithm
(Preprint, 2008) [abs]
- A. HB and J. Harer, Persistent Steifel Whitney Classes
(Preprint, 2008) [abs]
- D. Cohen-Steiner, H. Edelsbrunner, J. Harer and Y. Mileyko., Lipschitz functions have L_p-stable persistence.,
Foundations of Computional Mathematics
(Accepted, 2008) [available here] [abs]
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Mathematics Department