منابع مشابه
Richard H Ellis
RICHARD HANCOCK ELLIS (1937-1995) With the tragic and premature death of Richard Ellis the history of anaesthesia has lost one of its most outstanding researchers and exponents. Dick Ellis was born on 11 September 1937. He graduated from the London Hospital Medical School in 1961, and commenced his training in anaesthetics two years later. He became a Fellow of the Faculty of Anaesthetists in 1...
متن کاملHow Linear is Howe?
In recent years there has been much progress in the use of operationally based methods for reasoning about programs. Notions such as contextual equivalence and bisimilarity, which are historically more usually associated with functional programming and concurrency respectively, have been shown to be very closely connected, and such connections can be seen throughout the functional, concurrent a...
متن کاملIn Memoriam: Adele Howe
1541-1672/17/$33.00 © 2017 IEEE 3 Published by the IEEE Computer Society the area. In particular, the challenge was in developing methodologies that would let researchers not just compare each other’s work in a theoretical sense but that allowed different models of systems to be compared to real-world situations. One of the people who recognized this early on and addressed it both in her writin...
متن کاملCategorical Geometric Skew Howe Duality
We categorify the R-matrix isomorphism between tensor products of minuscule representations of Uq(sln) by constructing an equivalence between the derived categories of coherent sheaves on the corresponding convolution products in the affine Grassmannian. The main step in the construction is a categorification of representations of Uq(sl2) which are related to representations of Uq(sln) by quant...
متن کاملHowe Duality for Lie Superalgebras
We study a dual pair of general linear Lie superalgebras in the sense of R. Howe. We give an explicit multiplicity-free decomposition of a symmetric and skew-symmetric algebra (in the super sense) under the action of the dual pair and present explicit formulas for the highest weight vectors in each isotypic subspace of the symmetric algebra. We give an explicit multiplicity-free decomposition i...
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ژورنال
عنوان ژورنال: Physics Today
سال: 1988
ISSN: 0031-9228,1945-0699
DOI: 10.1063/1.2811299