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Cimprič, Jaka - Department of Mathematics, University of Ljubljana
MAXIMAL QUADRATIC MODULES ON -RINGS Abstract. We generalize the notion of and results on maximal
An intersection theorem for quadratic modules
A brief history of noncommutative
A VARIANT OF HIGHER PRODUCT LEVELS OF INTEGRAL DOMAINS AND -DOMAINS
STRICT POSITIVSTELLENSATZE FOR MATRIX POLYNOMIALS WITH SCALAR CONSTRAINTS
ORDERINGS AND -ORDERINGS ON COCOMMUTATIVE HOPF ALGEBRAS
ARCHIMEDEAN OPERATOR-THEORETIC POSITIVSTELLENSATZE
NONCOMMUTATIVE POSITIVSTELLENSATZE FOR PAIRS REPRESENTATION-VECTOR
ON GENERALIZED REAL SEMIPRIME IDEALS JAKOB CIMPRIC
HIGHER PRODUCT LEVELS OF DOMAINS JAKA CIMPRIC AND DEJAN VELUSCEK
FORMALLY REAL INVOLUTIONS ON CENTRAL SIMPLE ALGEBRAS
A REPRESENTATION THEOREM FOR ARCHIMEDEAN QUADRATIC MODULES ON -RINGS
SUMS OF SQUARES AND MOMENT PROBLEMS IN EQUIVARIANT SITUATIONS
REAL SPECTRA OF QUANTUM GROUPS JAKOB CIMPRIC
POSITIVITY IN POWER SERIES RINGS J. CIMPRIC, S. KUHLMANN, M. MARSHALL
Accepted Manuscript A method for computing lowest eigenvalues of symmetric polynomial
CLOSURES OF QUADRATIC MODULES JAKA CIMPRIC, MURRAY MARSHALL, TIM NETZER
FREE SKEW FIELDS HAVE MANY -ORDERINGS JAKOB CIMPRIC
HIGHER PRODUCT LEVELS OF NONCOMMUTATIVE RINGS University of Ljubljana
