* This is the dataset of the submitted paper:  R. Rajashekar, Lie-Liang Yang, K.V.S. Hari, and L. Hanzo, "Transmit Antenna Subset Selection in Generalised Spatial Modulation Systems"

* Paper Abstract:
The existing literature on transmit antenna selection (TAS) aided spatial modulation (SM) systems extensively deals with the Euclidean distance (ED) based TAS owing to its high transmit diversity gain. In this paper, we consider the  ED-TAS aided generalized spatial modulation (GSM) system that transmits multiple symbols in each channel use and characterise its attainable diversity gain. Secondly, we show that the minimum ED of the receive constellation does not grow beyond a certain point when the size of the signal set is sufficiently large, which facilitates low-complexity implementations of the ED-TAS aided SM system. Our numerical studies revealed that a signal-to-noise gain of about 8 dB is achievable by employing ED-TAS in the GSM system compared to its counterpart dispensing with ED-TAS.

* Project:
The financial support of the EPSRC projects EP/P034284/1, EP/N004558/1 and EP/L018659/1, as well as of the ERC's Advanced Fellow Award QuantCom is gratefully acknowledged.


* This DOI contains the datasets of Figures 1 to 7 of the aforementioned paper. Each Fig#.fig file corresponds to the same numbered figure in the paper. Each .fig file has all the information required to generate the plot. To regenerate the results, just open the Fig#.fig file in Matlab. Exact values of each of the curves can be read from the property editor.