1,737,960 research outputs found
A remark on rational Cherednik algebras and differential operators on the cyclic quiver
Full text linkWe show that the spherical subalgebra Uk,c of the rational Cherednik algebra associated to Sn 2 Cl, the wreath product of the symmetric group and the cyclic group of order l, is isomorphic to a quotient of the ring of invariant differential operators on a space of representations of the cyclic quiver of size l. This confirms a version of [5, Conjecture 11.22] in the case of cyclic groups. The proof is a straightforward application of work of Oblomkov [12] on the deformed Harish–Chandra homomorphism, and of Crawley–Boevey, [3] and [4], and Gan and Ginzburg [7] on preprojective algebras
harish
No full textharrishverb. 'You'll harish the heart out o' me if you keep on.'DNE-citUsed I and SupUsed I and SupUsed I'Harish' is spelled 'harrish' in the DNE
HARISH
No full textharrish vDON'T HARISH ME. EXPLAINATION: TO HARASS, IRRITATE, ANNOY A PERSONYesDNE-cit J.D.A. WIDDOWSONCOLLECTOR'S PERMANENT FILEUsed I and SupUsed I and SupNot usedThe spelling as it appears in the DNE is 'harrish'
SS Harish
No full textetched 7894 HARISH 10-4-18 embossed: G.M.CHAPIN JACKSONVILLE, FLA.https://digitalcommons.risd.edu/dazzleprints/1468/thumbnail.jp
Financialising the Frontier: Harish City
No full textHousing and settlement played a key role in the formation of an Israeli society and its territorial project. While earlier frontier settlement relied on the rural sector and on peripheral development towns, with the liberalisation and privatisation of the local economy it was incorporated in the nationwide suburbanisation process. Eventually, with the neoliberal turn, the state sought to redirect investors, entrepreneurs, developers, and families to frontier areas by creating a real estate market and thus financialising the national territorial enterprise. This paper focuses on Harish, a rapidly developing housing project on the border with the occupied Palestinian West-Bank (the Green-Line). Presenting the geopolitical and societal interests behind its development, as well as the transformations its planning processes went through, this paper shows how the state was able to financialise its frontier and to eventually domesticate its border area. Analysing the spatial characteristics of Harish, this paper explains how the built environment functioned both as the medium and outcome of the alliance between national interests and market economy, merging financial frontiers with economic ones.History, Form & Aesthetic
Replication Data for: Aklin, Michaël, S.P. Harish, and Johannes Urpelainen. "A Global Analysis of Progress in Household Electrification." Energy Policy.
No full textThis dataverse contains a replication package for:
Aklin, Michaël, S.P. Harish, and Johannes Urpelainen. "A Global Analysis of Progress in Household Electrification." Energy Policy
SS Harish
No full textetched: 7721 HULL 357 - HARISH 9-2-18 embossed: G.M.CHAPIN JACKSONVILLE, Fla.https://digitalcommons.risd.edu/dazzleprints/1470/thumbnail.jp
Replication Data for: Aklin, Michaël, S.P. Harish, and Johannes Urpelainen. "A Global Analysis of Progress in Household Electrification." Energy Policy.
No full textThis dataverse contains a replication package for:
Aklin, Michaël, S.P. Harish, and Johannes Urpelainen. "A Global Analysis of Progress in Household Electrification." Energy Policy
Inductive local-global conditions and generalised Harish-Chandra theory
No full textWe study new properties of generalised Harish-Chandra theory aiming at explaining the inductive local-global conditions for finite groups of Lie type in nondefining characteristic. In particular, we consider a parametrisation of generalised Harish-Chandra series that is compatible with Clifford theory and with the action of automorphisms on irreducible characters and we reduce it to the verification of certain requirements on stabilisers and extendibility of characters. This parametrisation is used by the author in a separate paper to obtain new conjectures for finite reductive groups that can be seen as geometric realisations of the local-global counting conjectures and their inductive conditions. As a by-product, we extend the parametrisation of generalised Harish-Chandra series given by Broué–Malle–Michel to the nonunipotent case by assuming maximal extendibility
Alabet + Harish
No full textLL etched 7903 (?) ALABET + HARISH 10-4-18 LR embossed G.M. CHAPIN JACKSONVILLE, FLA.https://digitalcommons.risd.edu/dazzleprints/1478/thumbnail.jp
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