Informal and formal verification of nonlinear inequalities with applications to discrete geometry
Informal and formal verification of nonlinear inequalities with applications to discrete geometry
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Tom Hales , University of Pittsburgh Mellon
Fine Hall 224
This talk will describe some tools for the automated verification of nonlinear inequalities involving a small number of real independent variables. Various problems in discrete geometry can be reduced to finite collections of nonlinear inequalities. In this way computer-assisted proofs of various conjectures in discrete geometry can be obtained.