proposition 25.59 Homodyne tomography inverts a Radon transform

open in the book · parts/03-classical-mechanics/08-poisson-quantum-bridge.tex:2126 · p. 896

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proposition 25.59: Homodyne tomography inverts a Radon transform25.59definition 17.103: Radon transform17.103theorem 17.106: Filtered back-projection in a plane slice17.106theorem 25.57: The Moyal equation, and its classical limit25.57proof : ch:08-poisson-quantum-bridge@proof-23proofcorollary 17.107: How many projections17.107theorem 17.104: Projection-slice theorem17.104theorem 17.32: Fourier inversion17.32proof : ch:15-fourier-integral-transforms@proof-65proofequation 25.51: eq:pq-star25.51equation 25.53: eq:pq-wigner25.53theorem 24.21: Liouville24.21proof : ch:08-poisson-quantum-bridge@proof-22proof

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typedirectionnode provenancewhere
depends_on Radon transform declared parts/03-classical-mechanics/08-poisson-quantum-bridge.tex:2148
depends_on Filtered back-projection in a plane slice declared parts/03-classical-mechanics/08-poisson-quantum-bridge.tex:2148
depends_on The Moyal equation, and its classical limit declared parts/03-classical-mechanics/08-poisson-quantum-bridge.tex:2148
proves ch:08-poisson-quantum-bridge@proof-23 declared parts/03-classical-mechanics/08-poisson-quantum-bridge.tex:2151