| Authors | Javad Zeraatkar Moghaddam,Hamid Farrokhi |
| Journal | Physical Communication |
| Page number | 1-13 |
| Serial number | 63 |
| Volume number | 1 |
| IF | 1.583 |
| Paper Type | Full Paper |
| Published At | 2024 |
| Journal Type | Electronic |
| Journal Country | Netherlands |
| Journal Index | ISI،JCR،Scopus |
Abstract
This paper studies the application of downlink multi-carrier non-orthogonal multiple access (MC-NOMA) and
device-to-device (D2D) in heterogeneous networks (HetNets). In the considered model, the small base stations
(SBSs) can reuse the sub-channels (SCs) of the macro base stations (MBS). The paper aims to maximize the
system sum-rate while managing co-tier and co-channel interference by optimizing joint SBS selection, fair SC
allocation, and power allocation, under the constraints of guaranteeing a certain amount of resources to all
cellular users (CUs)and D2D pairs and satisfying CUs’ minimum signal-to-interference-plus-noise ratio (SINR)
requirements. However, obtaining an efficient exact solution is challenging due to the non-convexity of the
mixed integer optimization problem. To deal with this issue, the problem is decoupled into two sub-problems:
1- SBS selection and fair SC allocation problem and 2- power allocation problem. Then, a four-sided manyto-
one matching method is proposed to solve the SBS selection and fair SC allocation problem jointly. The
performance of the SC fair allocation algorithm is investigated in terms of the system quality of services (QoS)
using a proposed mathematical expression. Furthermore, a novel dynamic search operator is introduced to
enhance the performance of the matching-based algorithm. Next, the non-convex power allocation problem
is transformed into a deep reinforcement learning (DRL) based framework, and the deep deterministic policy
gradient (DDPG) approach is employed to solve the problem. Moreover, a joint SBS selection, SC allocation, and
power allocation iterative algorithm is proposed to improve the system sum-rate. Simulation results validate
our analysis and indicate the superiority of the proposed algorithms in terms of the system sum-rate compared
to the benchmark algorithms.
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