Research Article
Compressive Sensing Based Channel Estimation for Massive MIMO Communication Systems
Table 2
CoSaMP and SUCoSaMP hypothesis.
| ā | CoSaMP | SUCoSaMP |
| 1. | The sparsity level s is fixed. (i.e. initialization with fixed value of sparsity level). | The sparsity level s is not fixed (i.e. initialization with sparsity level equals 1). It adaptively acquires the correct sparsity level. |
| 2. | The sensing matrix has restricted isometry constant . | satisfies the Structure Restricted Isometric Property (SRIP) condition according to [39]. |
| 3. | The signal is random, except where prominent. | The signal is a structured sparse equivalent CIR vector. |
| 4. | represents arbitrary noise vector | represents the Additive White Gaussian Noise of nth antenna group for zth OFDM symbol |
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