Video coding method on basis of secondary transform, and device therefor
US-2024348829-A1 · Oct 17, 2024 · US
US11330270B2 · US · B2
| Field | Value |
|---|---|
| Publication number | US-11330270-B2 |
| Application number | US-202117412292-A |
| Country | US |
| Kind code | B2 |
| Filing date | Aug 26, 2021 |
| Priority date | Mar 31, 2020 |
| Publication date | May 10, 2022 |
| Grant date | May 10, 2022 |
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A temporal domain rate distortion optimization considering a coding-mode adaptive distortion propagation is provided. A problem of dependency rate distortion optimization based on a temporal domain distortion propagation is induced again according to a temporal domain dependency relationship under an LD structure and a distortion propagation analysis under a skip mode and an inter mode; and an aggregation distortion of a current coding unit and an affected future coding unit are estimated and a propagation factor of a coding unit in a temporal domain distortion propagation model is calculated by constructing a time propagation chain, wherein a Lagrange multiplier is adjusted through an accurate propagation factor to realize a temporal domain dependency rate distortion optimization, and an I frame is subjected to a secondary coding technology to realize the temporal domain dependency rate distortion optimization of the I frame.
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What is claimed is: 1. A temporal domain rate distortion optimization method considering a coding-mode adaptive distortion propagation, comprising the following steps: S 1 : defining a reconstruction distortion D of a coding unit B i as: D i =p inter ·D i inter +p skip ·D i skip =d inter +d skip ; wherein D i inter and D i skip are coding distortions of a current coding unit selecting an inter mode and a skip mode respectively, p inter and p skip are probabilities of the current coding unit selecting the inter mode and the skip mode respectively, d inter is a first partial distortion under the inter mode, d skip is a second partial distortion under the skip mode, p inter +p skip =1; defining p inter as: p inter = 12 D i OMCP 12 D i OMCP + Δ 2 ; ( 1 ) wherein D i OMCP =∥F i −F i−1 ∥ 2 is an original motion compensation error obtained by the coding unit B i in an original frame through a motion search, F i and F i−1 represents original pixels of the coding unit B i and a reference unit B i−1 respectively, and Δ is a quantified step size; S 2 : when coding the coding unit B i evaluating a partial derivative on a B i temporal domain dependency rate distortion optimization problem min o i ∑ j = i N E ( D j ) + λ g R i ( o i ) with respect to R i to obtain a global Lagrange multiplier λ g : λ g = - ∂ ∑ j = i N E ( D j ) ∂ R i ; ( 2 ) wherein o i is a coding parameter of the coding unit Bi and R i represents a bit number of the coding unit Bi; multiplying a ∂R i /∂D i at both ends of formula (2) and making ∂D i /∂R i =−λ i to obtain: λ i = λ g / ( 1 + ∂ ∑ j = i + 1 N E ( D j )
according to rate distortion criteria (rate-distortion as a criterion for motion estimation H04N19/567) · CPC title
Motion estimation based on rate distortion criteria · CPC title
the region being a picture, frame or field · CPC title
among a plurality of temporal predictive coding modes · CPC title
Motion estimation or motion compensation · CPC title
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