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1. Modifying the structure of associative algebras Špela Špenko, 2015, doktorska disertacija Ključne besede: functional identities, quasi-identities, algebras with trace, Nullstellensatz, noncommutative polynomials, matrix invariants, noncommutative resolutions, length of a vector space, free analysis, Banach algebras, ▫$C^*$▫-algebras, spectrum, commuting maps, Lie maps, linear preservers |
2. Contributions to a noncommutative real algebraic geometry Aljaž Zalar, 2017, doktorska disertacija Ključne besede: real algebraic geometry, positive polynomials, quadratic module, Positivstellensatz, free positivity, linear operator inequality, spectrahedron, noncommutative polynomials |