Low-Density Spreading Design Based on an Algebraic Scheme for NOMA Systems

01/01/2022

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NOMA) technique based on an algebraic design is studied. We propose an improved low-density spreading (LDS) sequence design based on projective geometry. In terms of its bit error rate (BER) performance, our proposed improved LDS code set outperforms the existing LDS designs over the frequency nonselective Rayleigh fading and additive white Gaussian noise (AWGN) channels. We demonstrated that achieving the best BER depends on the minimum distance.

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Low-Density Spreading Design Based on an Algebraic Scheme for NOMA Systems

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Error Analysis of Decode-Forward Cooperative Relaying NOMA Schemes over Nakagami-m Fading Channels

Improved Error Performance in NOMA-based Diamond Relaying

Deep Learning-based Codebook Design for Code-domain Non-Orthogonal Multiple Access Achieving a Single-User Bit Error Rate Performance

On the Relationships Between Average Channel Capacity, Average Bit Error Rate, Outage probability and Outage Capacity over Additive White Gaussian Noise Channels

Power-Imbalanced Low-Density Signatures (LDS) From Eisenstein Numbers

Low-Density Spreading Design Based on an Algebraic Scheme for NOMA Systems

Related Research

A Lightweight Machine Learning Assisted Power Optimization for Minimum Error in NOMA-CRS over Nakagami-m channels

Designing Enhanced Multi-dimensional Constellations for Code-Domain NOMA

Error Analysis of Decode-Forward Cooperative Relaying NOMA Schemes over Nakagami-m Fading Channels

Improved Error Performance in NOMA-based Diamond Relaying

Deep Learning-based Codebook Design for Code-domain Non-Orthogonal Multiple Access Achieving a Single-User Bit Error Rate Performance

On the Relationships Between Average Channel Capacity, Average Bit Error Rate, Outage probability and Outage Capacity over Additive White Gaussian Noise Channels

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