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Orthogonal Transforms

Orthogonal Transforms

Orthogonal Transforms. Fourier Walsh Hadamard. Review. Introduce the concepts of base functions: For Reed-Muller, FPRM For Walsh Linearly independent matrix Non-Singular matrix Examples Butterflies, Kronecker Products, Matrices

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1.61k views • 121 slides
Data Structures and Algorithms

Data Structures and Algorithms

Data Structures and Algorithms. Discrete Math Review. Discrete Math review. Logarithmic Functions Sets Logic Induction Counting. Sets.

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415 views • 28 slides
Ch 2 The Normal Distribution

Ch 2 The Normal Distribution

Ch 2 The Normal Distribution. 2.1 Density Curves and the Normal Distribution 2.2 Standard Normal Calculations. We have a clear strategy for exploring data on a single quantitative variable Plot Data, usually Histogram or Stemplot Calculate numerical summaries Describe the CUSS New step:

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358 views • 22 slides
Chapter 4 Additional Derivative Topics

Chapter 4 Additional Derivative Topics

Chapter 4 Additional Derivative Topics. Section 5 Implicit Differentiation. Learning Objectives for Section 4.5 Implicit Differentiation. The student will be able to Use special functional notation, and Carry out implicit differentiation. Function Review and New Notation.

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276 views • 13 slides
Learning Objectives for Section 11.5 Implicit Differentiation

Learning Objectives for Section 11.5 Implicit Differentiation

Learning Objectives for Section 11.5 Implicit Differentiation. The student will be able to Use special functional notation, and Carry out implicit differentiation. Function Review and New Notation.

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337 views • 12 slides

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