Yann LeCun MultiLayer Architectures MultiLayer Architectures Gradient BackPropagation Gradient BackPropagation

First Page		Document Content
Date: 2010-07-13 12:55:18 Abstract algebra Yann LeCun Support vector machine Kernel Linux kernel Basis Vector space Linear combination Supervised learning Algebra Mathematics Linear algebra		Yann LeCun MultiLayer Architectures MultiLayer Architectures Gradient BackPropagation Gradient BackPropagation Add to Reading List Source URL: www.cs.nyu.edu Download Document from Source Website File Size: 3,59 MB Share Document on Facebook

	Journal of Sound and Vibration), 337–359 doi:jsvi.5043, available online at http://www.idealibrary.com on NON-LINEAR BEAM OSCILLATIONS EXCITED BY LATERAL FORCE AT COMBINATION RESONANCE K. V. Avramo DocID: 1uRGF - View Document
	GENERATING SETS KEITH CONRAD 1. Introduction In Rn , every vector can be written as a (unique) linear combination of the standard basis e1 , . . . , en . A notion weaker than a basis is a spanning set: a set of vectors i DocID: 1uDVW - View Document
	Linear combination of random forests for the Relevance Prediction Challenge Michael Figurnov Alexander Kirillov DocID: 1tiXn - View Document
	CURVE CLASSES ON RATIONALLY CONNECTED VARIETIES HONG R. ZONG This note proves every curve on a rationally connected variety is algebraically equivalent to a Z-linear combination of rational curves. Abstract. DocID: 1tcZ5 - View Document
	TOPOLOGICALLY INVARIANT CHERN NUMBERS OF PROJECTIVE VARIETIES D. KOTSCHICK A BSTRACT. We prove that a rational linear combination of Chern numbers is an oriented diffeomorphism invariant of smooth complex projective vari DocID: 1t4gS - View Document