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CSCE 641 Computer Graphics: Image Sampling and Reconstruction

CSCE 641 Computer Graphics: Image Sampling and Reconstruction

CSCE 641 Computer Graphics: Image Sampling and Reconstruction. Jinxiang Chai. Review: 1D Fourier Transform. A function f(x) can be represented as a weighted combination of phase-shifted sine waves How to compute F(u) ?. Inverse Fourier Transform. Fourier Transform. Review: Box Function.

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1.28k views • 107 slides
CSCE 641 Computer Graphics: Image Sampling and Reconstruction

CSCE 641 Computer Graphics: Image Sampling and Reconstruction

CSCE 641 Computer Graphics: Image Sampling and Reconstruction. Jinxiang Chai. Review: 1D Fourier Transform. A function f(x) can be represented as a weighted combination of phase-shifted sine waves How to compute F(u) ?. Inverse Fourier Transform. Fourier Transform. Review: Box Function.

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1.12k views • 94 slides
Computational Photography: Image Sampling and Reconstruction

Computational Photography: Image Sampling and Reconstruction

Computational Photography: Image Sampling and Reconstruction. Jinxiang Chai. Review: 1D Fourier Transform. A function f(x) can be represented as a weighted combination of phase-shifted sine waves How to compute F(u) ?. Inverse Fourier Transform. Fourier Transform. Review: Box Function.

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943 views • 94 slides
Lecture 6 Bayesian Inference and Molecular Dating

Lecture 6 Bayesian Inference and Molecular Dating

Lecture 6 Bayesian Inference and Molecular Dating. Thomas Bayes. Bayesian Inference : The explanation with the highest posterior probability. 1. Definition of conditional probability. Pr( A and B ) = Pr( A ) Pr( B A ) = Pr( B ) Pr( A B ) .

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591 views • 42 slides
Sampling Analysis and Random Sampling

Sampling Analysis and Random Sampling

Sampling Analysis and Random Sampling. Today you will learn to: conduct and analyze random sampling. M07.D-S. 1.1.1: Determine whether a sample is a random sample given a real-world situation .

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216 views • 4 slides

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