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180 results about "Permutation matrix" patented technology

In mathematics, particularly in matrix theory, a permutation matrix is a square binary matrix that has exactly one entry of 1 in each row and each column and 0s elsewhere. Each such matrix, say P, represents a permutation of m elements and, when used to multiply another matrix, say A, results in permuting the rows (when pre-multiplying, to form PA) or columns (when post-multiplying, to form AP) of the matrix A.

Hardware-efficient low density parity check code for digital communications

A low density parity check (LDPC) code that is particularly well adapted for hardware implementation of a belief propagation decoder circuit is disclose& The LDPC code is arranged as a macro matrix (H) whose rows and columns represent block columns and block rows of a corresponding parity check matrix (Hpc). Each non-zero entry corresponds to a permutation matrix, such as a cyclically shifted identity matrix, with the shift corresponding to the position of the permutation matrix entry in the macro matrix. The block columns of the macro matrix are grouped, so that only one column in the macro matrix group contributes to the parity check sum in any given row. The decoder circuitry includes a parity check value estimate memory which may be arranged in banks that can be logically connected in various data widths and depths. A parallel adder generates extrinsic estimates that are applied to parity check update circuitry for generating new parity check value estimates. These parity check value estimates are stored back into the memory, and are forwarded to bit update circuits for updating of probability values for the input nodes. Variations including parallelism, time-sequencing of ultrawide parity check rows, and pairing of circuitry to handle ultrawide code rows, are also disclosed.
Owner:TEXAS INSTR INC

Hardware-Efficient Low Density Parity Check Code for Digital Communications

A low density parity check (LDPC) code that is particularly well adapted for hardware implementation of a belief propagation decoder circuit is disclosed. The LDPC code is arranged as a macro matrix (H) whose rows and columns represent block columns and block rows of a corresponding parity check matrix (Hpc). Each non-zero entry corresponds to a permutation matrix, such as a cyclically shifted identity matrix, with the shift corresponding to the position of the permutation matrix entry in the macro matrix. The block columns of the macro matrix are grouped, so that only one column in the macro matrix group contributes to the parity check sum in any given row. The decoder circuitry includes a parity check value estimate memory which may be arranged in banks that can be logically connected in various data widths and depths. A parallel adder generates extrinsic estimates that are applied to parity check update circuitry for generating new parity check value estimates. These parity check value estimates are stored back into the memory, and are forwarded to bit update circuits for updating of probability values for the input nodes. Variations including parallelism, time-sequencing of ultrawide parity check rows, and pairing of circuitry to handle ultrawide code rows, are also disclosed.
Owner:TEXAS INSTR INC

Matrix inverse operation method

The invention relates to a matrix inverse operation method. The method comprises the steps of 1, conducting column pivoting LU decomposition, wherein a source matrix A is decomposed into a unit lower triangular matrix L, an upper triangular matrix U and a permutation matrix P according to the formula PA=LU; 2, conducting triangular matrix inversion, wherein the inverse matrix L-1 of the matrix L is obtained through matrix inversion, and matrix inversion is conducted on the transposed matrix of the matrix U and then transposition is conducted to obtain U-1; 3, finally conducting matrix multiplication, wherein the matrix U-1 and the matrix L-1 are multiplied, and column transformation is conducted on the matrix multiplication result according to the permutation matrix P to obtain a source matrix A-1. The method has the advantages that by using the column pivoting LU decomposition algorithm, the time complexity of the matrix inversion algorithm is effectively reduced, parallelizability of matrix inversion operation is improved, time for matrix inversion operation is shortened, matrix inversion operation of any order can be conducted, and the number of hardware resources can be increased or reduced according to count requirements of operation so that practical application requirements can be better met.
Owner:NANJING UNIV

Method and device for mapping control channel sources

The invention discloses a method for mapping control channel sources. The method comprises the following steps: confirming the number of source element groups occupied by a physical control format indicator channel (PCFICH) and a physical hybrid automatic repeat request indicator channel (PHICH) and the total number of the source element groups supported by a system; confirming a number NREG of the source element groups occupied by a physical downlink control channel (PDCCH) according to the confirmed total number and the number of the source element groups occupied by the PCFICH and the PHICH; expanding a complex value 4-tuple sequence of the PDCCH according to the NREG to obtain an expanded 4-tuple sequence; mapping the expanded 4-tuple sequence into a matrix according to a first preset mode; permuting the columns of the matrix to obtain a permutation matrix; reading the permutation matrix in a second preset mode to obtain a new 4-tuple sequence; and mapping the new 4-tuple sequence to the source element groups by a time priority principle. The invention also discloses a device for mapping the control channel sources. The invention can reduce the mutual interference among the control channels and improve the diversity effect of an OFDM technology.
Owner:ZTE CORP

Method and Apparatus for Public Key Encryption Scheme RLCE and IND-CCA2 Security

This invention discloses a method and system for generating a private key and a corresponding public key. These keys can be used for encrypting a message into a cipher-text for transmission through an insecure communication channel, and for decrypting said ciphertext into a clear plaintext. The goal of the present invention is to provide encryption and decryption methods of the McEliece type which are capable of improving the security level of a post-quantum cryptosystem. In one embodiment, this object is achieved by three methods: a method for creating a public key from a private linear code generator matrix, a method for encrypting a message into a ciphertext and a method for decrypting the cipher-text into a plaintext. The key generation and encryption methods of the present invention comprises the following steps:
    • selecting an [n, k] linear code generator matrix Gs=[g0 , . . . , gn] over GF(q) as the private key, where k, w, n and q are positive integers and where g0 , . . . , gn−1 are length k column vectors; selecting k×1 random matrices C0 , . . . , C w−1; selecting a k×k non-singular matrix S; selecting an (n+w)×(n+w) matrix A; selecting an (n+w)×(n+w) permutation matrix P; and setting the public key as G=S[g0 , . . . , gn−w, C0 , . . . , gn−1, Cn−1]AP.
    • receiving the public key G, which is a k×(n+w) matrix over a finite field GF(q); generating an error vector e having elements in GF(q) and having a predetermined weight t; and encrypting a message vector m, to a ciphertext vector y=mG+e.
The main difference between the proposed cryptosystem and known variants of the McEliece cryptosystem consists in the way the private generator matrix is disguised into the public one by inserting and mixing random columns within the private generator matrix.
Owner:WANG YONGGE
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