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    • 1. 发明申请
    • 4X4 TRANSFORM FOR MEDIA CODING
    • 4X4变换媒体编码
    • WO2010141899A3
    • 2012-05-18
    • PCT/US2010037513
    • 2010-06-04
    • QUALCOMM INCREZNIK YURIY
    • REZNIK YURIY
    • G06F17/14H04N7/26
    • H04N19/625G06F17/147H04N19/124H04N19/42H04N19/45H04N19/51H04N19/61H04N19/91
    • In general, techniques are described that provide for 4x4 transforms for media coding. A number of different 4x4 transforms are described that adhere to these techniques. As one example, an apparatus includes a 4x4 discrete cosine transform (DCT) hardware unit. The DCT hardware unit implements an orthogonal 4x4 DCT having an odd portion that applies first and second internal factors (C, S) that are related to a scaled factor (?) such that the scaled factor equals a square root of a sum of a square of the first internal factor (C) plus a square of the second internal factor (S). The 4x4 DCT hardware unit applies the 4x4 DCT implementation to media data to transform the media data from a spatial domain to a frequency domain. As another example, an apparatus implements a non-orthogonal 4x4 DCT to improve coding gain.
    • 一般而言,描述了为媒体编码提供4×4变换的技术。 描述了许多不同的4x4变换符合这些技术。 作为一个例子,装置包括4×4离散余弦变换(DCT)硬件单元。 DCT硬件单元实现具有奇数部分的正交4×4DCT,所述奇数部分应用与缩放因子(α)有关的第一和第二内部因子(C,S),使得缩放因子等于平方和 第一个内部因素(C)加上第二个内部因素(S)的平方。 4x4 DCT硬件单元将4x4 DCT实现应用于媒体数据,以将媒体数据从空间域转换到频域。 作为另一个例子,装置实现非正交的4×4DCT以改善编码增益。
    • 3. 发明申请
    • EFFICIENT FIXED-POINT APPROXIMATIONS OF FORWARD AND INVERSE DISCRETE COSINE TRANSFORMS
    • 正反分离余弦变换的有效不动点逼近
    • WO2008005757A2
    • 2008-01-10
    • PCT/US2007072169
    • 2007-06-26
    • QUALCOMM INCREZNIK YURIY
    • REZNIK YURIY
    • G06F17/147H04N19/45H04N19/61
    • Techniques are described to approximate computation of an inverse discrete cosine transform using fixed-point calculations. According to these techniques, matrixes of scaled coefficients are generated by multiplying coefficients in matrixes of encoded coefficients by scale factors. Next, matrixes of biased coefficients are generated by adding a midpoint bias value to a DC coefficient of the matrix of scaled coefficients. Fixed-point arithmetic is then used to apply a transform to the matrixes of biased coefficients. Values in the resulting matrixes are then right-shifted in order to derive matrixes of pixel component values. Matrixes of pixel component values are then combined to create matrixes of pixels. The matrixes of pixels generated by these techniques closely resemble matrixes of pixels decompressed using the ideal inverse discrete cosine transform ("IDCT").
    • 描述了使用定点计算近似计算逆离散余弦变换的技术。 根据这些技术,缩放系数矩阵通过将编码系数矩阵中的系数乘以缩放因子来生成。 接下来,通过将中点偏差值添加到缩放系数矩阵的DC系数来生成偏置系数的矩阵。 然后使用定点算术将变换应用于有偏系数的矩阵。 然后将得到的矩阵中的值右移,以便导出像素分量值的矩阵。 像素分量值的矩阵然后被组合以创建像素矩阵。 由这些技术生成的像素矩阵与使用理想的反离散余弦变换(“IDCT”)解压缩的像素的矩阵非常相似。
    • 4. 发明申请
    • REDUCTION OF ERRORS DURING COMPUTATION OF INVERSE DISCRETE COSINE TRANSFORM
    • 在反演离散余弦变换计算过程中减少误差
    • WO2008002897A2
    • 2008-01-03
    • PCT/US2007072088
    • 2007-06-26
    • QUALCOMM INCREZNIK YURIY
    • REZNIK YURIY
    • G06F17/14H04N7/26
    • G06F17/147H04N19/45H04N19/60H04N19/61
    • Techniques are described to reduce rounding errors during computation of discrete cosine transform using fixed-point calculations. According to these techniques, an inverse discrete cosine transform a vector of coefficients is calculated using a series of butterfly structure operations on fixed-point numbers. Next, a midpoint bias value and a supplemental bias value are added to a DC coefficient of the matrix of scaled coefficients. Next, an inverse discrete cosine transform is applied to the resulting matrix of scaled coefficients. Values in the resulting matrix are then right-shifted in order to derive a matrix of pixel component values. As described herein, the addition of the supplemental bias value to the DC coefficient reduces rounding errors attributable to this right-shifting. As a result, a final version of a digital media file decompressed using these techniques may more closely resemble an original version of a digital media file.
    • 描述了使用定点计算在离散余弦变换计算期间减少舍入误差的技术。 根据这些技术,使用对定点数量的一系列蝶形结构操作来计算系数向量的逆离散余弦变换。 接下来,将中点偏置值和补充偏置值加到缩放系数矩阵的DC系数中。 接下来,将逆离散余弦变换应用于所得到的缩放系数矩阵。 然后将所得矩阵中的值右移,以便导出像素分量值的矩阵。 如这里所述,补充偏置值加到DC系数可以减少归因于该右移的舍入误差。 因此,使用这些技术解压缩的数字媒体文件的最终版本可能更接近于数字媒体文件的原始版本。
    • 5. 发明申请
    • 8-POINT TRANSFORM FOR MEDIA DATA CODING
    • 用于媒体数据编码的8点变换
    • WO2011005572A3
    • 2012-05-31
    • PCT/US2010039657
    • 2010-06-23
    • QUALCOMM INCREZNIK YURIYJOSHI RAJAN LKARCZEWICZ MARTA
    • REZNIK YURIYJOSHI RAJAN LKARCZEWICZ MARTA
    • G06F17/14H04N7/26
    • H04N19/625G06F17/147H04N19/60
    • In general, techniques are described for implementing an 8-point inverse discrete cosine transform (IDCT). An apparatus comprising an 8-point inverse discrete cosine transform (IDCT) hardware unit may implement these techniques to transform media data from a frequency domain to a spatial domain. The 8-point IDCT hardware unit includes an even portion comprising factors A, B that are related to a first scaled factor (µ) in accordance with a first relationship. The 8-point IDCT hardware unit also includes an odd portion comprising third, fourth, fifth and sixth internal factors (G, D, E, Z) that are related to a second scaled factor (?) in accordance with a second relationship. The first relationship relates the first scaled factor to the first and second internal factors. The second relationship relates the second scaled factor to the third, fourth, fifth and sixth internal factors.
    • 通常,描述了用于实现8点逆离散余弦变换(IDCT)的技术。 包括8点逆离散余弦变换(IDCT)硬件单元的装置可实施这些技术以将媒体数据从频域转换为空间域。 8点IDCT硬件单元包括与根据第一关系的第一缩放因子(μ)相关的因子A,B的偶数部分。 8点IDCT硬件单元还包括与根据第二关系的第二缩放因子(α)相关的第三,第四,第五和第六内部因素(G,D,E,Z)的奇数部分。 第一个关系将第一个缩放因子与第一个和第二个内部因素相关联。 第二个关系将第二个比例因素与第三个,第四个,第五个和第六个内部因素联系起来。
    • 6. 发明申请
    • COMPUTING EVEN-SIZED DISCRETE COSINE TRANSFORMS
    • 计算即将来临的离散COSINE变换
    • WO2010121077A3
    • 2011-11-17
    • PCT/US2010031314
    • 2010-04-15
    • QUALCOMM INCREZNIK YURIY
    • REZNIK YURIY
    • G06F17/14
    • G06F17/147H04N19/122H04N19/134H04N19/176H04N19/30H04N19/61H04N19/625
    • In general, techniques are described for computing even-sized discrete cosine transforms (DCTs). For example, a coding device may implement these techniques. The coding device includes a DCT-II unit that first determines whether a DCT-II to perform is a multiple of two, and in response to determining that the DCT-II to perform is a multiple of two, performs the DCT-II. To perform the DCT-II, the DCT-II unit computes a butterfly and reverses an order of a first sub-set of the outputs of the butterfly. The DCT-II unit then recursively subtracts the reverse-ordered first sub-set of the butterfly outputs. The DCT-II unit computes a sub-DCT-II for a second sub-set of the butterfly outputs and a sub-DCT-III for the recursively subtracted first set of butterfly outputs. The DCT-II unit reorders the outputs produced by the sub-DCT-II and sub-DCT-III to generate output values of the DCT-II.
    • 通常,描述了用于计算均匀尺寸的离散余弦变换(DCT)的技术。 例如,编码装置可以实现这些技术。 编码装置包括DCT-II单元,其首先确定要执行的DCT-II是否是2的倍数,并且响应于确定要执行的DCT-II是两倍的倍数,执行DCT-II。 为了执行DCT-II,DCT-II单元计算蝴蝶并反转蝴蝶输出的第一子集的顺序。 DCT-II单元然后递归地减去蝶形输出的反向有序的第一子集。 DCT-II单元计算蝴蝶输出的第二子集的子DCT-II和用于递归减法的第一组蝶形输出的子DCT-III。 DCT-II单元对由子DCT-II和子DCT-III产生的输出进行重新排序以产生DCT-II的输出值。
    • 9. 发明申请
    • TRANSFORMS WITH COMMON FACTORS
    • 与共同因素的转变
    • WO2007082272A3
    • 2008-10-02
    • PCT/US2007060405
    • 2007-01-11
    • QUALCOMM INCREZNIK YURIY
    • REZNIK YURIY
    • G06F17/14H04N7/26
    • G06F17/147G06F7/4836G06F7/60H04N19/61H04N19/625
    • Techniques for efficiently performing transforms on data are described. In one design, an apparatus performs multiplication of a first group of at least one data value with a first group of at least one rational dyadic constant that approximates a first group of at least one irrational constant scaled by a first common factor. The apparatus further performs multiplication of a second group of at least one data value with a second group of at least one rational dyadic constant that approximates a second group of at least one irrational constant scaled by a second common factor. Each rational dyadic constant is a rational number with a dyadic denominator. The first and second groups of at least one data value have different sizes. The first and common factors may be selected based on the number of logical and arithmetic operations for the multiplications, the precision of the results, etc.
    • 描述了有效执行数据转换的技术。 在一种设计中,一种装置执行第一组至少一个数据值与至少一个理性二元常数的第一组的乘法,该组合近似于由第一公共因子缩放的至少一个非理性常数的第一组。 该装置进一步执行第二组至少一个数据值与至少一个理性二元常数的第二组的乘法,该第二组接近由第二公共因子缩放的至少一个非理性常数的第二组。 每个理性二元常数是具有二进制分母的理性数。 至少一个数据值的第一组和第二组具有不同的大小。 可以基于乘法的逻辑和算术运算的数量,结果的精度等来选择第一和常见的因素。
    • 10. 发明申请
    • 4X4 TRANSFORM FOR MEDIA CODING
    • 4X4用于媒体编码的变换
    • WO2010141903A3
    • 2012-05-18
    • PCT/US2010037518
    • 2010-06-04
    • QUALCOMM INCREZNIK YURIY
    • REZNIK YURIY
    • G06F17/14H04N7/26
    • G06F17/147H04N19/42H04N19/45H04N19/61H04N19/625
    • In general, techniques are described that provide for 4x4 transforms for media coding. A number of different 4x4 transforms are described that adhere to these techniques. As one example, an apparatus includes a 4x4 discrete cosine transform (DCT) hardware unit. The DCT hardware unit implements an orthogonal 4x4 DCT having an odd portion that applies first and second internal factors (C, S) that are related to a scaled factor (?) such that the scaled factor equals a square root of a sum of a square of the first internal factor (C) plus a square of the second internal factor (S). The 4x4 DCT hardware unit applies the 4x4 DCT implementation to media data to transform the media data from a spatial domain to a frequency domain. As another example, an apparatus implements a non-orthogonal 4x4 DCT to improve coding gain.
    • 通常,描述了为媒体编码提供4x4变换的技术。 描述了许多遵循这些技术的不同4x4变换。 作为一个示例,装置包括4×4离散余弦变换(DCT)硬件单元。 DCT硬件单元实现具有奇数部分的正交4×4 DCT,该奇数部分应用与缩放因子(α)相关的第一和第二内部因子(C,S),使得缩放因子等于平方和的平方根 的第一内因子(C)加上第二内因子(S)的平方。 4x4 DCT硬件单元将4x4 DCT实现应用于媒体数据,以将媒体数据从空间域转换为频域。 作为另一示例,设备实现非正交的4×4 DCT以提高编码增益。