George Maltese
American mathematician
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Mathematics
George Maltese's Degrees
- PhD Mathematics University of California, Berkeley
- Masters Mathematics University of California, Berkeley
- Bachelors Mathematics University of California, Berkeley
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(Suggest an Edit or Addition)According to Wikipedia, George John Maltese was an American mathematician whose primary field of research was functional analysis. Life and career Maltese was born in Middletown to a family of Italian ancestry. Between 1949 and 1953 he studied at the Wesleyan University. There he obtained his first degree, a in mathematics. From 1953 to 1954 he continued his studies as a Fulbright Fellow at the Goethe-University Frankfurt . From 1956 to 1960 he studied at Yale University . There he earned his PhD with the dissertation Generalized Convolution Algebras and Spectral Representations supervised by Cassius Ionescu-Tulcea. During 1960–61 he worked as a NATO Fellow at the Georg-August-University of Göttingen . After lecturing as an instructor at the MIT in Cambridge, Massachusetts he joined in 1963 the University of Maryland, College Park, . There he worked, interrupted by guest professorships at the University of Frankfurt , until 1973, from 1969 on as a Full Professor.
George Maltese's Published Works
Published Works
- A representation theorem for positive functionals on involution algebras (1966) (27)
- Extreme positive definite functions and Choquet's Representation Theorem (1965) (9)
- Spectral representations for some unbounded normal operators (1964) (9)
- Multiplicative extensions of multiplicative functionals in Banach algebras (1970) (9)
- A simple proof of the fundamental theorem of finite Markov chains (1986) (8)
- Convex Ideals and Positive Multiplicative Forms in Partially Ordered Algebras. (1961) (5)
- A characterization of homomorphisms in certain Banach involution algebras (1988) (3)
- Prime ideals are dense in maximal ideals of continuous functions (1981) (2)
- On Bauer's characterization of extreme points (1970) (2)
- Extreme points of intervals inC*-algebras (1985) (2)
- A linear Radon-Nikodym type theorem for $C^\ast$-algebras with applications to measure theory (1987) (1)
- Contributions to Functional Analysis (1966) (1)
- Extensions of pure states in normed spaces (1976) (1)
- The role of convexity in existence theorems for invariant and hyperinvariant subspaces in hilbert space (2000) (0)
- On Bauer's Characterization o f E xtreme P oints (1970) (0)
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