Visible to the public Biblio

Filters: Keyword is Maximum likelihood decoding  [Clear All Filters]
2021-03-15
Xiong, J., Zhang, L..  2020.  Simplified Calculation of Bhattacharyya Parameters in Polar Codes. 2020 IEEE 14th International Conference on Anti-counterfeiting, Security, and Identification (ASID). :169–173.
The construction of polar code refers to selecting K "most reliable polarizing channels" in N polarizing channels to WN(1)transmit information bits. For non-systematic polar code, Arikan proposed a method to measure the channel reliability for BEC channel, which is called Bhattacharyya Parameter method. The calculated complexity of this method is O(N) . In this paper, we find the complementarity of Bhattacharyya Parameter. According to the complementarity, the code construction under a certain channel condition can be quickly deduced from the complementary channel condition.
2020-11-16
Su, H., Halak, B., Zwolinski, M..  2019.  Two-Stage Architectures for Resilient Lightweight PUFs. 2019 IEEE 4th International Verification and Security Workshop (IVSW). :19–24.
The following topics are dealt with: Internet of Things; invasive software; security of data; program testing; reverse engineering; product codes; binary codes; decoding; maximum likelihood decoding; field programmable gate arrays.
2020-06-15
Biradar, Shivleela, Sasi, Smitha.  2018.  Design and Implementation of Secure and Encoded Data Transmission Using Turbo Codes. 2018 9th International Conference on Computing, Communication and Networking Technologies (ICCCNT). :1–7.
The general idea to achieve error detection and correction is to add some extra bit to an original message, in which the receiver can use to check the flexibility of the message which has been delivered, and to recover the noisy data. Turbo code is one of the forward error correction method, which is able to achieve the channel capacity, with nearer Shannon limit, encoding and decoding of text and images are performed. Methods and the working have been explained in this paper. The error has also introduced and detection and correction of errors have been achieved. Transmission will be secure it can secure the information by the theft.
2020-04-06
Ito, Keita, Masuda, Yoshihiro, Okamoto, Eiji.  2019.  A Chaos MIMO-Based Polar Concatenation Code for Secure Channel Coding. 2019 International Conference on Information Networking (ICOIN). :262—267.

For secure and high-quality wireless transmission, we propose a chaos multiple-input multiple-output (C-MIMO) transmission scheme, in which physical layer security and a channel coding effect with a coding rate of 1 are obtained by chaotic MIMO block modulation. In previous studies, we introduced a log-likelihood ratio (LLR) to C-MIMO to exploit LLR-based outer channel coding and turbo decoding, and obtained further coding gain. However, we only studied the concatenation of turbo code, low-density parity check (LDPC) code, and convolutional code which were relatively high-complexity or weak codes; thus, outer code having further low-complexity and strong error correction ability were expected. In particular, a transmission system with short and good code is required for control signaling, such as in 5G networks. Therefore, in this paper, we propose a polar code concatenation to C-MIMO, and introduce soft successive decoding (SCAD) and soft successive cancellation list decoding (SSCLD) as LLR-based turbo decoding for polar code. We numerically evaluate the bit error rate performance of the proposed scheme, and compare it to the conventional LDPC-concatenated transmission.