| Published in |
Proceedings of Gökova Geometry-Topology Conference 2010 |
| Title |
Linear ordinary differential equations and Schubert calculus |
| Authors |
Boris Shapiro and Michael Shapiro |
| Abstract |
In this short survey we recall some basic results and relations between the qualitative theory of linear ordinary differential equations with real time and the reality problems in Schubert calculus. We formulate a few relevant conjectures.
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| Keywords |
Total reality problems, Schubert calculus, osculating flags |
| Pages | 79-87 |
| Download |
PDF |