Education
Degree: Doctor of Philosophy (Mathematics), University of California Berkeley, 1976.
mathematician computer scientist
Degree: Doctor of Philosophy (Mathematics), University of California Berkeley, 1976.
His successful research projects include the resolution of the commutative Singer-Wermer conjecture and construction of a non-standard closed ideal in a certain radical Banach algebra of power series and their quotients. The Relationship between C, American national standards institute C, and C++ The Unix Operating System at the Wayback Machine (archived October 5, 2002) (from Encyclopedia of Information Systems) The Personal Computer Organism at the Wayback Machine (archived April 28, 1997) Operating system/2 FAQ at the Wayback Machine (archived April 28, 1997) Remarks on Network Security Typical Hacking Attempts Typical Buffer Overflow Hack Attempts Moronic Hacking Efficient Hacking Elements in the radical of a Banach algebra obeying the unbounded Kleinecke-Shirokov conjecture Local Power Series Quotients of Commutative Banach and Frechet Algebras Prime-like Elements and Semi-direct Products in Commutative Banach Algebras Closed ideals of $l{1}(omega_{n})$ when ${omega_{n}}$ is star-shaped. Principal Ideals and Semi-direct Products in Commutative Banach Algebras Single-Element Properties in Commutative Radical Banach Algebras:a Classification Scheme Reduction of discontinuity for derivations on Frechet algebras Radical Banach Algebrasand Quasinilpotent Weighted Shift Operators.
The image of a derivation is contained in the radical (Magnetic Resonance MR90d:46075) Primitive ideals and derivations on noncommutative Banach algebras.
Algebra homomorphisms and the functional calculus Doctorate. Derivations with large separating subspace.