2 research outputs found
Space Frequency Codes from Spherical Codes
A new design method for high rate, fully diverse ('spherical') space
frequency codes for MIMO-OFDM systems is proposed, which works for arbitrary
numbers of antennas and subcarriers. The construction exploits a differential
geometric connection between spherical codes and space time codes. The former
are well studied e.g. in the context of optimal sequence design in CDMA
systems, while the latter serve as basic building blocks for space frequency
codes. In addition a decoding algorithm with moderate complexity is presented.
This is achieved by a lattice based construction of spherical codes, which
permits lattice decoding algorithms and thus offers a substantial reduction of
complexity.Comment: 5 pages. Final version for the 2005 IEEE International Symposium on
Information Theor
Geometrical relations between space time block code designs and complexity reduction
In this work, the geometric relation between space time block code design for
the coherent channel and its non-coherent counterpart is exploited to get an
analogue of the information theoretic inequality in
terms of diversity. It provides a lower bound on the performance of
non-coherent codes when used in coherent scenarios. This leads in turn to a
code design decomposition result splitting coherent code design into two
complexity reduced sub tasks. Moreover a geometrical criterion for high
performance space time code design is derived.Comment: final version, 11 pages, two-colum