HB. HF is an F×F matrix, and HB is a B×B matrix. denotes the Kronecker product. The row r[m(i)] of HN is generated and loaded into the array. For each k in the range {1, 2, . . . , F−1}, a row r[m(i)+kB] from HN is partially loaded into the array by: loading a first subset of elements of row r[m(i)+kB] that are not currently present in the array, and not loading a second subset of elements of row r[m(i)+kB] that are currently present in the array."/>
Sensing Signals with Affine-Harmonically Related Rows of Kronecker-Product Matrices
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Sensing Signals with Affine-Harmonically Related Rows of Kronecker-Product Matrices
Sensing Signals with Affine-Harmonically Related Rows of Kronecker-Product Matrices
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机译：Kronecker-乘积矩阵与仿射-谐波相关行的传感信号
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摘要
A mechanism for efficiently loading rows of an N×N transform matrix HN into a signal-modulating array. A row index m(i) that identifies a row r[m(i)] of HN is generated, where i is in the range {0, 1, . . . , L−1}; L is less than or equal to B; and m(i) is in the range {0, 1, . . . , B−1}. HN has the form HN=HFHB. HF is an F×F matrix, and HB is a B×B matrix. denotes the Kronecker product. The row r[m(i)] of HN is generated and loaded into the array. For each k in the range {1, 2, . . . , F−1}, a row r[m(i)+kB] from HN is partially loaded into the array by: loading a first subset of elements of row r[m(i)+kB] that are not currently present in the array, and not loading a second subset of elements of row r[m(i)+kB] that are currently present in the array.
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机译：一种将N×N变换矩阵H N 的行有效加载到信号调制数组中的机制。生成标识H N 的行r [m（i）]的行索引m（i），其中i在{0，1，，范围内。 。 。 ，L-1}; L小于或等于B;并且m（i）在{0，1，，范围内。 。 。 ，B-1}。 H N 的形式为H N = H F H B 。 H F 是一个F×F矩阵，H B 是一个B×B矩阵。 表示Kronecker产品。 H N 的行r [m（i）]生成并加载到数组中。对于范围{1、2，...， 。 。 ，F-1}，来自H N 的行r [m（i）+ kB]通过以下方式部分加载到数组中：加载行r [m（i）+的元素的第一子集数组中当前不存在的元素，并且不加载数组中当前存在的行r [m（i）+ kB]的元素的第二个子集。
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