EE236C (Spring[removed]The proximal mapping

First Page		Document Content
Date: 2012-04-25 20:48:49 Convex analysis Linear algebra Normed spaces Harmonic functions Convex function Inner product space Harmonic conjugate Norm Lp space Algebra Mathematics Mathematical analysis		EE236C (Spring[removed]The proximal mapping Add to Reading List Source URL: www.seas.ucla.edu Download Document from Source Website File Size: 115,29 KB Share Document on Facebook

	Conditional Anomaly Detection Using Soft Harmonic Functions: An Application to Clinical Alerting Michal Valko Computer Science Department, University of Pittsburgh, PA DocID: 1vglr - View Document
	CO2 TEMPORAL VARIATIONS IN A RURAL AREA OF NORTHERN SPAIN DESCRIBED BY HARMONIC AND KERNEL FUNCTIONS B. Fernández-Duque*, I.A. Pérez, M.Á. García, N. Pardo and M.L. Sánchez. Dept. of Applied Physics. University of V DocID: 1uhGR - View Document
	Conditional Anomaly Detection with Soft Harmonic Functions Michal Valko∗ 0 , Branislav Kveton† , Hamed Valizadegan‡ , Gregory F. Cooper§ and Milos Hauskrecht¶ Lille - Nord Europe, SequeL project, 40 avenue Halley DocID: 1tUBH - View Document
	Running head: Green functions and HB-functions on covers EXISTENCE OF GREEN FUNCTIONS AND BOUNDED HARMONIC FUNCTIONS ON GALOIS COVERS OF RIEMANNIAN MANIFOLDS ˘ A. Muhammed ULUDAG DocID: 1tKbQ - View Document
	Pacific Journal of Mathematics EXTENSIONS OF HARMONIC AND ANALYTIC FUNCTIONS S HELDON JAY A XLER AND A LLEN L OWELL S HIELDS DocID: 1sYil - View Document