Bertram John Walsh
American mathematician
Bertram John Walsh's AcademicInfluence.com Rankings

Download Badge
Mathematics
Bertram John Walsh's Degrees
- PhD Mathematics Princeton University
- Masters Mathematics Stanford University
Why Is Bertram John Walsh Influential?
(Suggest an Edit or Addition)According to Wikipedia, Bertram John Walsh is an American mathematician, specializing in locally convex spaces, harmonic analysis, and partial differential equations. After receiving his bachelor's degree from Aquinas College in Grand Rapids, Walsh received in 1960 his master's degree and in 1963 his PhD from the University of Michigan. His doctoral dissertation Structures of Spectral Measures on Locally Convex Spaces was written under the supervision of Helmut H. Schaefer. In the 1960s Walsh was a member of the mathematics faculty at UCLA. He moved to Rutgers University, where he is now a professor emeritus.
Bertram John Walsh's Published Works
Published Works
- Structure of spectral measures on locally convex spaces (1965) (41)
- The equivalence of Harnack's principle and Harnack's inequality in the axiomatic system of Brelot (1965) (24)
- On characterizing Köthe sequence spaces as vector lattices (1967) (19)
- Approximation by polynomials with nonnegative coefficients and the spectral theory of positive operators (1998) (18)
- Ordered vector sequence spaces and related classes of linear operators (1973) (18)
- Behavior of biharmonic functions on Wiener's and Royden's compactifications (1971) (16)
- A maximal regular boundary for solutions of elliptic differential equations (1968) (15)
- Review: B. Z. Vulikh, Introduction to the Theory of Partially Ordered Spaces (1972) (14)
- Perturbation of harmonic structures and an index-zero theorem (1970) (12)
- Flux in axiomatic potential theory (1969) (9)
- The Scarcity of Cross Products on Euclidean Spaces (1967) (9)
- Spectral operators in spaces of distributions (1962) (9)
- SPECTRAL DECOMPOSITION OF QUASI-MONTEL SPACES (1966) (9)
- Nuclearity in axiomatic potential theory (1966) (7)
- Mutual absolute continuity of sets of measures (1971) (5)
- Integral kernel for one-part function spaces. (1967) (4)
- Positive approximate identities and lattice-ordered dual spaces (1974) (4)
- Singular Points of Analytic Functions Expanded in Series of Faber Polynomials (1997) (3)
- The Theory of Harmonic Spaces (1975) (3)
- An axiomatic approach to the boundary theories of Wiener and Royden (1968) (3)
- More on Gradient Characterizations of Analyticity (1979) (2)
- Flux in axiomatic potential theory. II. Duality (1969) (2)
- Maximal linear mappings and smooth selection of measures on Choquet boundaries. (1968) (1)
- BANACH ALGEBRAS OF SCALAR-TYPE ELEMENTS (1965) (1)
- Spaces of continuous functions characterized by kernel-like conditions (1969) (1)
- An approximation property characterizes ordered vector spaces with lattice-ordered duals (1974) (0)
This paper list is powered by the following services:
Other Resources About Bertram John Walsh
What Schools Are Affiliated With Bertram John Walsh?
Bertram John Walsh is affiliated with the following schools: