On the degrees-of-freedom of the MIMO interference channel

By Peter A. Parker, Daniel W. Bliss, Vahid Tarokh. Annual Conference on Information Sciences and Systems, 2008

478 citations recorded by the source corpus.

View Paper: https://www.semanticscholar.org/paper/37bf6a1de51ce93d427d4eb373b6f0ba599d7ec4

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Citations in the corpus

Competition Versus Cooperation on the MISO Interference Channel (2008, background): “Multiple-input multiple-output (MIMO) IFCs have also recently been studied in [7], from the perspective of spatial multiplexing gains.”
Interference Alignment: A New Look at Signal Dimensions in a Communication Network (2011, background): “Extensions of the two user interference channel GDoF to multiple antenna settings are explored in [75, 115], and the resulting GDoF curve for the 2 user MIMO interference channel where each transmitter is equipped with M antennas and each receiver is equipped with N antennas, is illustrated in Figur”
Complete Characterization of the Pareto Boundary for the MISO Interference Channel (2008, unknown): “Multiple antenna IFCs are studied in [10].”
On the Degrees of Freedom Achievable Through Interference Alignment in a MIMO Interference Channel (2011, background): “…if generic channel extensions (drawn from a continuous probability distribution) are allowed either across time or frequency, Cadambe and Jafar [1] showed that the total DoF is η = KM/ 2 for a K -user MIMO interference channel, where M is the number of transmit/receive antennas per user.”
On Feasibility of Interference Alignment in MIMO Interference Networks (2009, background): “It is easily checked that this system is proper and the achievable scheme is described in [26].”
Interference Alignment and the Degrees of Freedom of Wireless $X$ Networks (2009, background): “Transmitters and have independent messages and for receivers and , respectively.”
Degrees of Freedom of the K User M×N MIMO Interference Channel (2008, background): “From this result, the degrees of freedom for the two user MIMO interference channel with RM , M antennas at the transmitters and RN , N at their corresponding receivers ismax(M,N).”
Full-duplex bidirectional MIMO: Achievable rates under limited dynamic range (2011, methodology): “At high signal-to-noise ratios, it suffices to use the (degrees-of-freedom optimal) interference alignment approach [16], wherein the user transmissions are linearly precoded so that the mutual interference is confined to a low-dimensional subspace.”
Networked MIMO with clustered linear precoding (2008, background): “spatial degrees of freedom are determined by the number of transmit antennas at each BTS [10].”
Interference Alignment and Degrees of Freedom of the $K$-User Interference Channel (2008, background): “While Corollary 2 only shows achievability of degree of freedom for this channel, it is known that this interference channel has degrees of freedom [27].”