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CLASSIFICATION AND REPRESENTATION OF MICROSTRUCTURES USING STATISTICAL LEARNING TECHNIQUES

CLASSIFICATION AND REPRESENTATION OF MICROSTRUCTURES USING STATISTICAL LEARNING TECHNIQUES. Veeraraghavan Sundararaghavan and Nicholas Zabaras. Materials Process Design and Control Laboratory Sibley School of Mechanical and Aerospace Engineering 188 Frank H. T. Rhodes Hall Cornell University

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520 views • 32 slides

Hermitian Operators

Hermitian Operators. To every Hermitian operator ?, there exists (ATLEAST) one basis consisting of orthogonal eigenvectors, It is diagonal in this eigen basis & has eigen values as its diagonal entries. Before we prove that lets prove another theorem

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829 views • 6 slides

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CLASSIFICATION AND REPRESENTATION OF MICROSTRUCTURES USING STATISTICAL LEARNING TECHNIQUES

Hermitian Operators