By Alan L. Selman (auth.), Alan L. Selman (eds.)
In 1965 Juris Hartmanis and Richard E. Stearns released a paper "On the Computational Complexity of Algorithms". the sector of complexity thought takes its identify from this seminal paper and lots of of the main innovations and problems with complexity idea have been brought via Hartmanis in next paintings. In honor of the contribution of Juris Hartmanis to the sector of complexity concept, a distinct consultation of invited talks by means of Richard E. Stearns, Allan Borodin and Paul younger was once held on the 3rd annual assembly of the constitution in Complexity convention, and the 1st 3 chapters of this publication are the ultimate models of those talks. They remember highbrow tendencies in Hartmanis' contributions. All yet one of many rest of the chapters during this quantity originated as a presentation at one of many contemporary conferences of the constitution in Complexity concept convention and seemed in initial shape within the convention court cases. In all, those expositions shape a very good description of a lot of up to date complexity theory.
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Extra info for Complexity Theory Retrospective: In Honor of Juris Hartmanis on the Occasion of His Sixtieth Birthday, July 5, 1988
In Pmc. 3rd Annual ACM Symposium on Theory of Computing, pages 151-158, May 1971. [TJ79] T. Baker and J. Hartmanis. Succinctness, verifiability and determinism in representations of polynomial-time languages. In Pmc. 20th IEEE Found. of Comput. , pages 392-396, 1979. [TJR75] T. Baker, J. Gill, and R. Solovay. NP question. SIAM J. , 431-442, 1975. [VL76] V. Pratt and L. Stockmeyer. A characterization of the power of vector machines. J. Comput. , 12:198-221, 1976. 3 Juris Hartmanis: Fundamental Contributions to Isomorphism Problems Paul Young l ABSTRACT In this paper we survey Juris Hartmanis' contributions to isomorphism problems.
Seemingly, for a reasonable programming system, the construction of such a program, univ, should not be difficult, since it is just an interpreter for the system. Thus, one way to study the complexity of translations from one programming system to another, and hence indirectly to study the complexity of Godel numberings, is to fix the program univ and to study the various ways of computing the Sf function when viewed as a function of it's second argument, i. In [HB-75], Hartmanis and Baker defined several classes of simple Godel numberings - numberings for which the translations into the simple numbering can always be carried out by simply computable functions.
Trans. Amer. Math. , 117:494-520, 1965. 2. Juris Hartmanis: Building a Department-Building a Discipline 27 [PJM68] P. Fischer, J. Hartmanis, and M. Blum. Tape reversal complexity hierarchies. In IEEE Conference Record of the 1968 Ninth Annual Symposium on Switching and Automata Theory, pages 373382, October 1968. [PYo] P. Young. Juris Hartmanis: fundamental contributions to isomorphism problems. In A. Selman, editor Complexity Theory Retrospective, pages 28-58, Springer-Verlag, 1990. [PY077] P.
Complexity Theory Retrospective: In Honor of Juris Hartmanis on the Occasion of His Sixtieth Birthday, July 5, 1988 by Alan L. Selman (auth.), Alan L. Selman (eds.)