Multi-Antenna Cognitive Radio Systems vs. Single-Antenna Cognitive Radio Systems

Resource Overview

Multi-antenna cognitive radio systems offer not only traditional resources (frequency, time, and code domains) but also spatial domain resources compared to single-antenna systems. This paper investigates game theory-based resource allocation in limited-feedback cognitive MIMO systems, focusing on the distribution of transmission power, spatial resources (via beamforming), and feedback rates. Using limited feedback channels to transmit quantized Channel State Information (CSI), we explore several optimization problems including: 1) Joint power allocation and beamforming optimization (implementable through iterative algorithms like gradient descent or convex optimization solvers such as CVX), 2) Feedback rate control for secondary users (cognitive/unlicensed users) using dynamic programming or threshold-based algorithms, and 3) Joint power allocation and feedback rate control (solvable via Lagrange multiplier methods or heuristic approaches). The research introduces implementation frameworks for adaptive resource allocation in cognitive radio networks.

Detailed Documentation

In this paper, we investigate a game theory-based resource allocation methodology for multi-antenna cognitive radio systems. Compared to single-antenna cognitive radio systems, multi-antenna systems possess both traditional resources (frequency, time, and code domains) and spatial domain resources. Our research focuses on allocating transmission power, spatial resources (implemented through beamforming techniques), and feedback rates. Using limited information provided by feedback channels (specifically quantized Channel State Information), we study related resource allocation problems including: joint power allocation and beamforming optimization (solvable via optimization algorithms that handle quadratic constraints), feedback rate control for secondary users (cognitive/unlicensed users) using rate adaptation algorithms, and joint power allocation with feedback rate control (addressable through multi-objective optimization frameworks). The implementation typically involves MATLAB or Python simulations with key functions handling CSI quantization, beamforming weight calculation, and iterative optimization loops. Our findings are expected to provide new perspectives and methods for the design and optimization of cognitive radio systems.