• Nenhum resultado encontrado

Highorder statistical methods for blind channel and source detection with applications to wireless

N/A
N/A
Protected

Academic year: 2018

Share "Highorder statistical methods for blind channel and source detection with applications to wireless"

Copied!
177
0
0

Texto

Loading

Imagem

Figure 1.1: Regions of symmetry for the 3rd-order cumulants in the plane τ 1 × τ 2 .
Table 1.1: Unfolded representations of 4th- and 3rd-order Parafac tensors Unfolded tensor
Table 2.1: Parafac formulæ for the 3rd-order tensor C (3,y) Slicing direction 2D slices Unfolded representations Horizontal C i·· = γ 4,s H ∗ D i (H) Σ T C [1] = γ 4,s  H ⋄ H ∗  Σ T Vertical C ·j· = γ 4,s ΣD j (H ∗ ) H T C [2] = γ 4,s  H ∗ ⋄ Σ  H T Frontal
Table 2.3: Identifiability conditions of MIMO channel identification algorithms
+7

Referências

Documentos relacionados

El Acuerdo de Escazú tiene como objetivo “garantizar la implementación plena y efectiva en esta región de los derechos de acceso a la información ambiental,

Intermittent catheterisation with hydrophilic-coated catheters (SpeediCath) reduces the risk of clinical urinary tract infection in spinal cord injured patients: a

In this paper, we have proposed two new methods for identifying MIMO Volterra communication channels using the PARAFAC de- composition of a tensor composed of channel

◮ MIMO Array Capacity Optimization Using a Genetic Algorithm - The configuration of antenna arrays int terms of antennas position and orientation is very important for the MIMO

The alternating least squares (ALS) algorithm is used to estimate the channel spatial and temporal signatures and the multipath parameters are then extracted by means of

Parafac- based blind MIMO channel identification (PBMCI) algorithms have been proposed using the decomposition of tensors formed of 4th-order spatial cumulants by means of a

We describe our SS-LS Parafac- based blind MIMO channel identification (SS-LS PBMCI) algorithms, based on the decomposition of 4th- and 3rd-order tensors composed of 4th-order