Jerzy Łoś
#3,825
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Polish mathematician
Jerzy Łoś's AcademicInfluence.com Rankings
Jerzy Łośmathematics Degrees
Mathematics
#706
World Rank
#1292
Historical Rank
Measure Theory
#5875
World Rank
#7073
Historical Rank
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Mathematics
Jerzy Łoś's Degrees
- PhD Mathematics University of Warsaw
Why Is Jerzy Łoś Influential?
(Suggest an Edit or Addition)According to Wikipedia, Jerzy Łoś was a Polish mathematician, logician, economist, and philosopher. He is especially known for his work in model theory, in particular for "Łoś's theorem", which states that any first-order formula is true in an ultraproduct if and only if it is true in "most" factors . In model theory he also proved many preservation theorems, but he gave significant contributions, as well, to foundations of mathematics, Abelian group theory and universal algebra. In the 60's he turned his attention to mathematical economics, focusing mainly on production processes and dynamic decision processes.
Jerzy Łoś's Published Works
Published Works
- Modern Mathematics. The Genesis of a School in Poland. (1972) (15)
- The algebraic treatment of the methodology of elementary deductive systems (1955) (8)
- The Walrasian and Von Neumann Equilibria: A Comparison (1974) (2)
- Review: Jan Kalicki, Dana Scott, Equational Completeness of Abstract Algebras (1958) (1)
- Limit Solutions of Sequences of Statistical Games (1965) (0)
- Review: Dana Scott, Equationally Complete Extensions of Finite Algebras (1958) (0)
- Review: Alfred Tarski, Equationally Complete Rings and Relation Algebras (1958) (0)
- Review: Jan Kalicki, The Number of Equationally Complete Classes of Equations (1958) (0)
- Problems for Solution: E1386-E1390 (1959) (0)
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What Schools Are Affiliated With Jerzy Łoś?
Jerzy Łoś is affiliated with the following schools: