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system and method for discrete cosine transform and inverse discrete cosine transform for with simple structure and high operation speed
system and method for discrete cosine transform and inverse discrete cosine transform for with simple structure and high operation speed
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机译:结构简单,运算速度快的离散余弦变换和离散余弦逆变换的系统和方法
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摘要
An 8 x 8 discrete cosine transformation (8 x 8 DCT) system with minimum multiplications, without a reduced accuracy of calculation, and operable at a high speed, and an 8 x 8 IDCT system are disclosed. The transformation matrices for an 8 x 8 DCT are factorized into a constant matrix [Q] and a matrix [R], and the relationship between the original input data [X] and the output matrix data [C] can be defined by [C] = 1/2.[R] [Q] [X]. The matrix [Q] consists of 0, 1, and -1, while the matrix [R] consists of irrational numbers defined by the 8 x 8 DCT. The computation of the constant matrix [Q] to the matrix data [X] can be realized by an addition and subtraction operation, while multiplication is performed just for the computation of the matrix [R]. The addition and subtraction circuit (2) performs a computation between [X] and [Q], while the multiplication and addition circuit (4) performs a computation between the result of computation of the addition and subtraction circuit (2) and the matrix [R]. Also, an 8 x 8 IDCT performs the computation inverse to the 8 x 8 DCT. IMAGE
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机译:公开了一种具有最小乘法而没有降低的计算精度并且可以高速操作的8×8离散余弦变换(8×8DCT)系统,以及8×8IDCT系统。将8 x 8 DCT的变换矩阵分解为常数矩阵[Q]和矩阵[R],原始输入数据[X]与输出矩阵数据[C]之间的关系可以由[C]定义] = 1/2。[R] [Q] [X]。矩阵[Q]由0、1和-1组成,而矩阵[R]由8 x 8 DCT定义的无理数组成。常数矩阵[Q]对矩阵数据[X]的计算可以通过加法和减法运算来实现,而乘法仅用于矩阵[R]的计算。加法和减法电路(2)在[X]和[Q]之间执行计算,而乘法和加法电路(4)在加法和减法电路(2)的计算结果与矩阵[[ R]。同样,一个8 x 8 IDCT执行与8 x 8 DCT相反的计算。 <图像>
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