Thats a unique idea.You should consider the following idea to enhance your idea so that it would impact uniquely: It has recently been proposed to orthogonalize the data streams of n interfering source-destination pairs by employing an intermediate stage of non-cooperating coherent amplify-and-forward relays. This distributed zero-forcing scheme achieves a spatial multiplexing gain n/2 and does not require multi-antenna nodes.   generalize the concept from a single to multiple relay stages. Due to the concatenation of relay stages, the gain allocation problem becomes nonlinear.  show that the zero-forcing relay gain coefficients are given by the common roots of a set of polynomials, and  identify the set of network configurations for which such roots exist. In general, there exist multiple common roots. Based on experimental results  study the impact of the root selection and the number of relay stages on achievable rates. Finally,  propose a new scheme to achieve spatial orthogonalization in a single-hop interference network. Our proposal is based on the observation, that the mathematical model of the multihop problem is identical with the one of a single-hop network if  allow signals to be bounced forth and back beten sources and destinations.
['Jorg Wagner', 'Marc Kuhn', 'Armin Wittneben']
I am writing a research paper on a idea Multihop-enabled orthogonalization in Distributed MIMO Networks
[{"from": "human", "value": "I am writing a research paper on a idea Multihop-enabled orthogonalization in Distributed MIMO Networks"}, {"from": "gpt", "value": "Thats a unique idea.You should consider the following idea to enhance your idea so that it would impact uniquely: It has recently been proposed to orthogonalize the data streams of n interfering source-destination pairs by employing an intermediate stage of non-cooperating coherent amplify-and-forward relays. This distributed zero-forcing scheme achieves a spatial multiplexing gain n/2 and does not require multi-antenna nodes.   generalize the concept from a single to multiple relay stages. Due to the concatenation of relay stages, the gain allocation problem becomes nonlinear.  show that the zero-forcing relay gain coefficients are given by the common roots of a set of polynomials, and  identify the set of network configurations for which such roots exist. In general, there exist multiple common roots. Based on experimental results  study the impact of the root selection and the number of relay stages on achievable rates. Finally,  propose a new scheme to achieve spatial orthogonalization in a single-hop interference network. Our proposal is based on the observation, that the mathematical model of the multihop problem is identical with the one of a single-hop network if  allow signals to be bounced forth and back beten sources and destinations."}]