IP Library Granted Patent US 44,285
Granted Patent E1
US 44,285 · App. 13/301,430 · Granted Jun 11, 2013

Systems and methods for reduced bit-depth processing in video-related data with frequency weighting matrices

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Quick Facts
Patent No.
US 44,285
App. No.
13/301,430
Granted
Jun 11, 2013
Kind
E1
Abstract

Embodiments of the present invention comprise systems and methods for processing of data related to video wherein reduced bit depth intermediate calculations are enabled.

Claims (53)

1. A method for dequantization and inverse transformation, said method comprising:

(a) receiving a matrix of quantized coefficient levels;

(b) receiving at least one quantization parameter (QP);

(c) determining a reconstructed transform coefficient (RTC) matrix wherein each value in said quantized coefficient level matrix is scaled by a value in a scaling matrix which is dependent on QP % P, where P is a constant value;

(d) computing scaled reconstructed samples (SRS) by performing an inverse transformation on said RTC matrix values; and

(e) computing reconstructed samples, by normalizing the SRS values.

2. A method as described in claim 1 wherein P=6.

3. A method as described in claim 1 wherein said scaling matrix is a 4×4 matrix.

4. A method as described in claim 1 wherein said scaling matrix is an 8×8 matrix.

5. A method as described in claim 1 wherein said at least one quantization parameter (QP) comprises a chroma quantization parameter.

6. A method as described in claim 1 wherein said at least one quantization parameter (QP) comprises a luma quantization parameter.

7. A method as described in claim 1 wherein said at least one quantization parameter (QP) comprises a chroma quantization parameter for each chroma channel.

8. A method as described in claim 1 wherein said at least one quantization parameter (QP) comprises a chroma quantization parameter for each chroma channel and a luma quantization parameter.

9. A method for dequantization and inverse transformation, said method comprising:

(a) receiving a matrix of quantized coefficient levels (QCL matrix);

(b) receiving a quantization parameter (QP);

(c) calculating a scaling matrix using a weighting matrix scaled by a dequantization matrix selected using QP % P;

(d) determining a reconstructed transform coefficient (RTC) matrix wherein said QCL matrix is scaled by said scaling matrix;

(e) computing scaled reconstructed samples (SRS) by performing an inverse transformation on said RTC matrix values; and

(f) computing reconstructed samples, by normalizing the SRS values with a constant shift operation.

10. A method as described in claim 9 further comprising shifting said RTC matrix values by a value dependent on QP/P before said computing scaled reconstructed samples.

11. A method for dequantization and inverse transformation, said method comprising:

(a) fixing a limited set of scaling matrices, wherein each of said scaling matrices in said limited set of scaling matrices is dependent on an associated quantization parameter QP and an associated constant parameter P according to the relation QP % P;

(b) receiving a quantized coefficient level (QCL) matrix;

(c) determining a reconstructed transform coefficient (RTC) matrix wherein each value in said quantized coefficient level matrix is scaled by a value in a scaling matrix that is selected from said limited set of scaling matrices;

(d) computing scaled reconstructed samples (SRS) by performing an inverse transformation on said RTC matrix values; and

(e) computing reconstructed samples, by normalizing the SRS values.

12. An apparatus for dequantization and inverse transformation, said apparatus comprising:

(a) a QCL receiver for receiving a matrix of quantized coefficient levels (QCLs);

(b) a QP receiver for receiving at least one quantisation parameter (QP);

(c) a processor, wherein said processor is capable of determining a reconstructed transform coefficient (RTC) matrix wherein each value in said quantized coefficient level matrix is scaled by a value in a scaling matrix which is dependent on QP % P, where P is a constant value;

(d) said processor comprising a further capability of computing scaled reconstructed samples (SRS) by performing an inverse transformation on said RTC matrix values; and

(e) said processor comprising the capability of computing reconstructed samples, by normalizing said SRS values.

13. A computer-readable medium encoded with computer executable instructions for dequantization and inverse transformation, said instructions comprising:

(a) receiving a matrix of quantized coefficient levels;

(b) receiving at least one quantization parameter (QP);

(c) determining a reconstructed transform coefficient (RTC) matrix wherein each value in said quantized coefficient level matrix is scaled by a value in a scaling matrix which is dependent on QP % P, where P is a constant value;

(d) computing scaled reconstructed samples (SRS) by performing an inverse transformation on said RTC matrix values; and

(e) computing reconstructed samples, by normalizing the SRS values.

14. A computer-implemented quantization method utilized in video coding for determining a quantization value matrix L by quantizing a two-dimensional transform coefficient matrix K, utilizing a processor and memory, the method comprising steps of:

inputting an element K[i][j] of the transform coefficient matrix;

inputting a quantization parameter QP; and

determining the quantization value matrix L,

wherein the element L[i][j] of the quantization value matrix is determined by using a mantissa portion matrix element A(QP)[i][j] being a function of QP according to the following equation:

L[i][j]=K[i][j]×A(QP mod P)[i][j]×2 A0-QP/P ,

where A0 and P are constants.

15. A computer-implemented dequantization method utilized in video decoding for determining a two-dimensional transform coefficient matrix K by dequantizing a quantization value matrix L, utilizing a processor and memory, the method comprising steps of:

inputting an element L[i][j] of the quantization value matrix;

inputting a quantization parameter OP; and

determining the transform coefficient matrix K,

wherein the element K[i][j] of the transform coefficient matrix is determined by using a mantissa portion matrix element B(QP)[i][j] being a function of QP according to the following equation:

K[i][j]=L[i][j]×B(QP mod P)[i][j]×2 B0+QP/P ,

where B0 and P are constants.

Assignments (1)
ASSIGNMENT OF ASSIGNOR'S INTEREST Recorded Sep 30, 2015
From: SHARP KABUSHIKI KAISHA
To: DOLBY LABORATORIES LICENSING CORPORATION
Reel/Frame 036724/0111 →