STBC from field extensions of the rational field

B. Sethuraman, B. Rajan
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引用次数: 10

Abstract

The construction of space time block code (STBCS) over symmetric m-PSK (m-arbitrary) signal sets for a restricted set of number of antennas n is presented by Sethuraman and Sundar Rajan (see ICC 2002, New York, 2002), using cyclotomic field extensions of the field of rationals /spl Qopf/. We extend the method of Sethuraman et al. and achieve construction of minimal-delay, full-rank, rate-1 STBCs over (i) certain asymmetric m-PSK (m-arbitrary) signal sets, QAM and cross-constellations, (ii) certain rotationally invariant signal sets, for arbitrary number of antennas, using transcendental extensions of /spl Qopf/ and (iii) using non-cyclotomic field extensions of /spl Qopf/ for arbitrary number of antennas.
STBC从有理域的域扩展
Sethuraman和Sundar Rajan(见ICC 2002, New York, 2002)利用有理数/spl Qopf/域的环切分场扩展,提出了在限制天线数量n的对称m-PSK (m-任意)信号集上构造时空分组码(STBCS)的方法。我们扩展了Sethuraman等人的方法,并在(i)某些非对称m-PSK (m-任意)信号集、QAM和交叉星座上实现了最小延迟、全秩、速率为1的stbc的构造;(ii)对于任意数量的天线,使用/spl Qopf/的超越扩展;(iii)对于任意数量的天线,使用/spl Qopf/的非环切场扩展。
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来源期刊
CiteScore
2.20
自引率
0.00%
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