Irwin Berman

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منابع مشابه

Scaled Dimension and the Berman-Hartmanis Conjecture

In 1977, L. Berman and J. Hartmanis [BH77] conjectured that all polynomialtime many-one complete sets for NP are are pairwise polynomially isomorphic. It was stated as an open problem in [LM99] to resolve this conjecture under the measure hypothesis from quantitative complexity theory. In this paper we study the polynomial-time isomorphism degrees within degm(SAT ) in the context of polynomial ...

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Klee Irwin

Heterotic supergravity with (1+3)–dimensional domain wall configurations and (warped) internal, six dimensional, almost-Kähler manifolds X are studied. Considering on ten dimensional spacetime, nonholonomic distributions with conventional double fibrations, 2+2+...=2+2+3+3, and associated SU(3) structures on internal space, we generalize for real, internal, almost symplectic gravitational struc...

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O'Donoghue Recognized with Loevinger-Berman Award.

A t the SNMMI Annual Meeting on June 14th in San Diego, CA, Joseph A. O’Donoghue, PhD, of Memorial Sloan–Kettering Cancer Center (New York, NY), received the 2016 Loevinger–Berman Award for his contributions to understanding of the radiobiology of targeted radionuclide therapy. The Loevinger–Berman Award is given annually by the SNMMI Medical Internal Radiation Dose (MIRD) Committee in honor of...

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MIRD Recognizes Atkins with Loevinger-Berman Award.

H arold L. Atkins, MD, was presented with the LoevingerBerman Award for excellence in the field of internal dosimetry on Sunday, June 15, at the SNM Annual Meeting in New Orleans, LA. The award was established in 1999 by the Medical Internal Radiation Dose (MIRD) Committee in honor of Robert Loevinger and Mones Berman, who formulated the MIRD schema for internal dose calculations. The award is ...

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American orthodontics Maurice Berman Prize 2005.

This paper describes the orthodontic treatment of two cases, which were awarded the 2005 Maurice Berman Prize.

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ژورنال

عنوان ژورنال: Journal of Pressure Vessel Technology

سال: 1987

ISSN: 0094-9930,1528-8978

DOI: 10.1115/1.3264888