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We consider a two-hop interference MIMO relay communication system where K source-destination pairs communicate simultaneously with the aid of a network of L-distributed relay nodes as shown in Figure 1.
In case a base station no longer can communicate with the core net, the base station can still relay communication within its range.
This paper considers multiple-input multiple-output (MIMO) relay communication in multi-cellular (interference) systems in which MIMO source-destination pairs communicate simultaneously.
In a second part, we show that the use of a tensor space time coding (TSTC) structure at both the source node and the relay node of a one-way two-hop multi-input multi-output (MIMO) relay communication system leads to a nested Tucker decomposition of the fourth-order tensor formed by the signals received at the destination.
Figure 1 Multi-way relay communication over orthogonal channels.
Figure 4 Three-node relay communication model with energy cooperation.
Such performance-complexity trade-off is very useful for practical MIMO relay communication systems.
Figure 1 Block diagram of a parallel MIMO relay communication system.
Recently, multiple-input multiple-output (MIMO) relay communication systems have attracted much research interest[1 10].
In this paper, we evaluate two-way relay communication systems in cognitive radio environments.
Cooperative relay communication has recently drawn considerable attention to increase network coverage and reliability [1, 2].
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