PRINCIPAL SERIES REPRESENTATIONS OF METAPLECTIC GROUPS OVER LOCAL FIELDS PETER J MCNAMARA Abstract. Let G be a split reductive algebraic group over a non-archimedean e of G

First Page		Document Content
Date: 2013-07-01 22:41:41 Stone–von Neumann theorem Induced representation Metaplectic group Representation theory Normal subgroup Group extension Commutator subgroup Free abelian group Heisenberg group Abstract algebra Group theory Algebra		PRINCIPAL SERIES REPRESENTATIONS OF METAPLECTIC GROUPS OVER LOCAL FIELDS PETER J MCNAMARA Abstract. Let G be a split reductive algebraic group over a non-archimedean e of G Add to Reading List Source URL: www.maths.usyd.edu.au Download Document from Source Website File Size: 318,24 KB Share Document on Facebook

	Financial Review Committee Responsibilities for 4‐H Club/Group and Other Extension Affiliated Accounts Kansas Extension Council law as well as federal and state expectations for use of all funds generated in support of DocID: 1vqcc - View Document
	Due October 1 GEARY COUNTY EXTENSION ANNUAL FINANCIAL REPORT Name of club or county group: ______________________________________________________This group does NOT typically have a balance over $You do DocID: 1vfV1 - View Document
	Galois sections for abelian varieties over number fields MIRELA ÇIPERIANI AND JAKOB STIX Abstract — For an abelian variety A over a number field k we discuss the space of sections of its fundamental group extension π DocID: 1valc - View Document
	GALOIS THEORY AT WORK: CONCRETE EXAMPLES KEITH CONRAD 1. Examples √ √ Example 1.1. The field extension Q( 2, 3)/Q is Galois of degree 4, so its Galois√group DocID: 1uWWM - View Document
	4-H and Youth Camping Group Resolution Between Pioneer Trails Camp Group and Meadowlark District Governing Body Whereas K-State Research and Extension, the Extension Administrative Council (Director, Association Director DocID: 1uPik - View Document