2 structures-"https:" "https:" "https:" "https:" research jobs at Carnegie Mellon University
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for mathematical discovery by enabling solvers to natively work with high-level structures such as cardinality constraints without requiring users to craft intricate encodings. Building on recent advances in compact
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discover and make sense of mathematical proofs, both as individuals and collectives. How do people prove things? Theme Two: Transcendental Structures: the formal study of mathematical proof itself, as a
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