On the Invertibility of the Discrete Radon Transform
Copyright policy )On the Invertibility of the Discrete Radon Transform
Summary: The Radon transform is a useful device for analyzing multidimensional data. It is closely connected to what has become known as ``projection pursuit''. For the case of discrete data, theorems that address its invertibility are proven. Connections to the projective group over GF(2) and block designs naturally arise. An extension of the Radon transform to joint densities is then investigated.
- University of Pittsburgh United States
Statistical block designs, exploratory data analysis, invertibility, projective group over GF(2), Combinatorial aspects of block designs, Data analysis (statistics), Multivariate analysis, discrete data, projection pursuit, Radon transform
Statistical block designs, exploratory data analysis, invertibility, projective group over GF(2), Combinatorial aspects of block designs, Data analysis (statistics), Multivariate analysis, discrete data, projection pursuit, Radon transform
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