Spark Optimization of Linear Codes for Reliable Data Delivery by Relay Drones

12/13/2021
by   Ioannis Chatzigeorgiou, et al.
0

Data gathering operations in remote locations often rely on relay drones, which collect, store and deliver transmitted information to a ground control station. The probability of the ground control station successfully reconstructing the gathered data can be increased if random linear coding (RLC) is used, especially when feedback channels between the drones and the transmitter are not available. RLC decoding can be complemented by partial packet recovery (PPR), which utilizes sparse recovery principles to repair erroneously received data before RLC decoding takes place. We explain that the spark of the transpose of the parity-check matrix of the linear code, that is, the smallest number of linearly-dependent columns of the matrix, influences the effectiveness of PPR. We formulate a spark optimization problem and obtain code designs that achieve a gain over PPR-assisted RLC, in terms of the probability that the ground control station will decode the delivered data.

READ FULL TEXT
research
04/16/2020

Decoding Probability Analysis of Network-Coded Data Collection and Delivery by Relay Drones

Relay drones in delay-tolerant applications are dispatched to remote loc...
research
03/23/2022

The Impact of Partial Packet Recovery on the Inherent Secrecy of Random Linear Coding

This paper considers a source, which employs random linear coding (RLC) ...
research
07/08/2022

Rate-Optimal Streaming Codes Over the Three-Node Decode-And-Forward Relay Network

In this paper, we study the three-node Decode-and-Forward (D F) relay ...
research
08/26/2021

Exact Decoding Probability of Sparse Random Linear Network Coding for Reliable Multicast

Sparse random linear network coding (SRLNC) used as a class of erasure c...
research
12/10/2021

A Class of (n, k, r, t) IS-LRCs Via Parity Check Matrix

A code is called (n, k, r, t) information symbol locally repairable code...
research
06/29/2021

Generalizing Syndrome Decoding problem to the totally Non-negative Grassmannian

The syndrome decoding problem has been proposed as a computational hardn...

Please sign up or login with your details

Forgot password? Click here to reset