Method and apparatus for realizing quantization in coding/decoding process
An encoding/decoding and encoding unit technology, applied in the field of quantization, can solve problems such as affecting image encoding efficiency and transmission performance, increasing user processing complexity, etc., to achieve the effects of ensuring subjective quality, improving image quality, and saving encoding efficiency
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Embodiment 1
[0134] Figure 1(a) shows an example of quantization parameter model of 8×8 matrix, 6 frequency band parameters (q_para[i], i=1...6), and 4 frequency band distribution parameters (q_mode=0...3).
[0135] That is, in Figure 1(a), 6 parameters (pl, pa, pb, pc, pd, ph) are assigned to represent 6 frequency bands, and in each 8×8 matrix, the parameters (pl, pa, pb, pc , pd, ph) have different distribution positions in the matrix, which corresponds to a distribution model, which is represented by the frequency band distribution parameter q_mode.
[0136] For example, there are four distribution models listed in Figure 1(a), that is, the frequency band distribution parameter q_mode can take values of 0, 1, 2, and 3.
[0137] That is, the corresponding quantization model is expressed as:
[0138] Q x,y [i]=(q_mode, q_para[i]) i=1...6, x,y=0...7;
[0139] or,
[0140] Q x,y [i]=(q_para[i], q_mode) i=1...6, x, y=0...7.
[0141] Wherein, WQ is a weighted quantization parameter ma...
Embodiment 2
[0143] As shown in Fig. 1(b), an example of quantization parameter model of 8×8 matrix, 7 frequency band parameters (q_para[i], i=1...7), and 4 frequency band distribution parameters is given.
[0144] That is, in Figure 1(b), an example of a distribution structure of 7 parameters is given, where the 7 parameters (pdc, pl, pa, pb, pc, pd, ph) represent 7 frequency bands respectively; When , the corresponding parameter quantization model can be expressed as:
[0145] Q x,y [i]=(q_mode, q_para[i])i=1...7, x,y=0...7;
[0146] or,
[0147] Q x,y [i]=(q_para[i], q_mode) i=1...7, x, y=0...7.
[0148] Therefore, a parametric quantization model with n band parameters can be expressed as:
[0149] Q x,y [i]=(q_mode, q_para[i]), i=1...n, x=0...M-1, y=0...N-1 (2)
[0150] or,
[0151] Q x,y [i]=(q_para[i], q_mode) i=1...n, x=0...M-1, y=0...N-1 (3)
[0152] Wherein, n<M×N (M, N=2, 4, 8, 16 or other sizes, M, N are sizes of transform coefficient block matrix or quantization matri...
Embodiment 3
[0154] As shown in Figure 1(a), an 8×8 matrix, 4 groups of 6 frequency band parameters (q_para[i], i=1...6), and a quantization parameter model of 4 frequency band distribution parameters (q_mode=0...3) example.
[0155] Among them, q_para[i], i=1...n is a group of frequency band parameters, each given a set of q_para[i] values, i=1...n, that is, a parameter set is determined, and the parameter set index is recorded as wq_param k ;
[0156] Taking the 6-band parameter model shown in Figure 1(a) as an example, for different frequency-band parameters (p1, pa, pb, pc, pd, ph) values, parameter sets of different frequency-band parameters can be obtained, for example:
[0157] The first group of frequency band parameters: wq_param 1=(pl 1 , pa 1 , pb 1 , pc 1 , pd 1 ,ph 1 )
[0158] =(128, 98, 106, 116, 116, 128)
[0159] The second group of frequency band parameters: wq_param 2 =(pl 2 , pa 2 , pb 2 , pc 2 , pd 2 ,ph 2 ) = (135, 143, 143, 16...
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