IP Library › Granted Patent US 10,939,135
Granted Patent B2
US 10,939,135 · App. 17/025,068 · Granted Mar 2, 2021

Method and apparatus for intra prediction

Inventors: Byeung Woo Jeon (Seongnam-si, KR); Ho Young Lee (Suwon-si, KR); Kwang Hyun Won (Bucheon-si, KR)
Assignee: Research & Business Foundation Sungkyunkwan University
H04N19/593H04N19/105H04N19/117H04N19/157H04N19/159H04N19/176H04N19/182H04N19/82
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Quick Facts
Patent No.
US 10,939,135
App. No.
17/025,068
Granted
Mar 2, 2021
Kind
B2
Abstract

Disclosed herein are a method and apparatus for filtering a reference pixel. A method of smoothing a reference pixel may include determining whether or not to perform smoothing on a reference pixel based on the size of a transform block and information about an intra-prediction mode for the transform block and determining a smoothing method by comparing the size of the transform block with the size of a maximum transform block. Accordingly, image coding efficiency can be increased, and picture quality can be improved.

Claims (26)

1. An image decoder in which an intra-prediction is performed on a current block, the image decoder comprising:

an intra-prediction unit configured to:

determine whether or not to perform smoothing on a reference pixel of the current block based on a size of a block, a size of a current block, and an intra-prediction mode for the current block, the size of the block being indicated by an encoder and transmitted to the decoder; and

apply a bi-linear smoothing filter having predetermined filtering coefficients to the reference pixel of the current block when it is determined to perform the smoothing on the reference pixel of the current block,

wherein the bi-linear smoothing filter is a filter for calculating a filtered reference pixel,

pF[x][y](x=−1, y=−1 . . . nT*2−1, x=0 . . . nT*2−1, y=−1),

according to the equations:

pF [−1][ nT* 2−1]= pf [−1][ nT* 2−1]

pF[nT* 2−1][−1]= p[nT *2−1][−1]

pF [−1][ y ]=( p [−1][ y+ 1]+2* p [−1][ y]+p [−1][ y −1]+2)>>2 for y=nT* 2 . . . 0

pF [−1][−1]=( p [−1][0]+2* p [−1][−1]+ p [0][−1]+2)>>2

pF[x] [−1]=( p[x− 1][−1]+2* p[x][ −1]+ p[x+ 1][−1]+2)>>2 for x =0 . . . nT* 2−2

2. The image decoder of claim 1 , wherein the current block is a current transform block, the size of the current block is a size of a current transform block, the size of the current transform block is nT, and a reference pixel of the current transform block is p[x][y](x=−1, y=−1 . . . nT*2−1, x=0 . . . nT*2−1, y=−1).

3. An image decoder in which an intra-prediction is performed on a current block, the image decoder comprising:

an intra-prediction unit configured to:

determine whether or not to perform smoothing on a reference pixel of the current block based on a size of a block, a size of a current block, and an intra-prediction mode for the current block, the size of the block being indicated by an encoder and transmitted to the decoder; and

apply a smoothing filter having predetermined filtering coefficients to the reference pixel of the current block when it is determined to perform the smoothing on the reference pixel of the current block,

wherein the smoothing filter is a filter for calculating a filtered reference pixel,

pF[x][y](x=−1, y=−1 . . . nT*2−1, x=0 . . . nT*2−1, y=−1),

according to the equations:

pF [−1] [nT* 2−1]= p [−1] [nT* 2−1]

pF[nT* 2−1][−1]= p[nT* 2−1][−1]

pF [−1][ y ]=( p [−1][ y +1]+2* p [−1][ y]+p [−1][ y −1]+2)>>2 for y=nT* 2−2 . . . 0

pF [−1][−1]=( p [−1][0]+2* p [−1][−1]+ p [0][−1]+2)>>2

pF[x][− 1]=( p[x− 1][−1]+2* p[x][− 1]+ p[x+ 1][−1]+2)>>2 for x= 0 . . . nT* 2−2

4. The image decoder of claim 3 , wherein the current block is a current transform block, the size of the current block is a size of a current transform block, the size of the current transform block is nT, and a reference pixel of the current transform block is p[x][y](x=−1, y=−1 . . . nT*2−1, x=0 . . . nT*2−1, y=−1).

Priority Claims (2)
KR 10-2013-0013547 · Feb 6, 2013 · national
KR 10-2013-0024988 · Mar 8, 2013 · national
Continuity (5)
Continuation 16531470 · Aug 5, 2019
Continuation 16004592 · Jun 11, 2018
Continuation 15477352 · Apr 3, 2017
Continuation 14173992 · Feb 6, 2014
Related Publication 20210006828A1 · Jan 7, 2021