1. What are the contributions in "Distributed interference alignment and power control for wireless mimo interference networks with noisy channel state information" ?
This paper considers a multi-input multi-output ( MIMO ) interference network in which each transmitter intends to communicate with its dedicated receiver at a certain fixed rate.. To solve this problem, the authors propose an iterative algorithm to perform stochastic power control and transceiver design based on only noisy local CSI.. The transceiver design is conducted based on the interference alignment concept, and the power control seeks solutions of efficiently assigning transmit powers to provide successful communications for all transmitter-receiver pairs.
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2. What is the filter output of Dk isyk?
The filter output of Dk isyk = U ∗ kHkkVkxk +K∑l=1,l 6=kU∗kHklVlxl +U ∗ kzk, (2)where U∗k denotes the conjugate transpose of matrix Uk; Hkl is the channel matrix from Sl to Dk; zk is zero mean complex Gaussian noise, i.e. zk ∼ CN (0, N0InDk ) in whichN0 is the noise power and InD k is the nDk ×n D k identity matrix.
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3. what is the standard stochastic power control algorithm?
The stochastic power control algorithm initializes power vector and iteratively updates the power vector as followsp(i+ 1) = (1− α(i))p(i) + α(i)̂I (p(i), θ) , (20)where α(i) is the step size at the ith iteration and Î(p(i), θ) is an estimation of the interference function for a given p(i) in which θ is a random variable.
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4. What is the interference covariance matrix for the receiver filter?
Dk beamforms its training sequences with a fixed power pF uniformly allocated to different sequences, using an nDk × dk matrix V r k.
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