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1.
公开(公告)号:US20240098781A1
公开(公告)日:2024-03-21
申请号:US17766886
申请日:2020-09-30
Applicant: MEDIATEK INC.
Inventor: Chiou-Wei TSAI , Timothy Perrin FISHER-JEFFES , Chun-Hsuan KUO
IPC: H04W74/08
CPC classification number: H04W74/0808
Abstract: A method executed by a User Equipment (UE) operating in a Frame-Based Equipment (FBE) mode is provided. The method includes the following steps: determining a starting time and a periodicity of a first Fixed Frame Period (FFP) of a cell on an operating channel of an unlicensed band; determining a starting time and a periodicity of a second FFP for initiating an uplink transmission to the cell; performing a Listen-Before-Talk (LBT) procedure on the operating channel of the unlicensed band; and performing the uplink transmission to the cell using a first uplink resource in the second FFP in response to the LBT procedure indicating that the operating channel of the unlicensed band is clear.
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公开(公告)号:US20180323801A1
公开(公告)日:2018-11-08
申请号:US15971350
申请日:2018-05-04
Applicant: Mediatek Inc.
Inventor: Cheng-Yi HSU , Chong-You LEE , Wei Jen CHEN , Maoching CHIU , Timothy Perrin FISHER-JEFFES , Ju-Ya CHEN , Yen Shuo CHANG
CPC classification number: H03M13/1162 , H04L1/0057 , H04L1/0071
Abstract: An apparatus determines a code block size (CBS) of information bits contained in a codeword of low-density parity check (LDPC) coding. The apparatus compares the CBS with at least one threshold, determines, based on a result of the comparison, a Kb number and determines a Kp number based on a code rate and the Kb number. The apparatus generates a parity check matrix. An information portion of the parity check matrix is a first matrix formed by M number of second square matrices. M is equal to Kp multiplied by Kb. A total number of columns in the Kb number of second square matrices is equal to a total number of bits of the CBS. One or more matrices of the M number of second square matrices are circular permutation matrices. The apparatus operates an LDPC encoder or an LDPC decoder based on the parity check matrix.
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