Title :
On-line arithmetic for detection in digital communication receivers
Author :
Rajagopal, Sridhar ; Cavallaro, Joseph R.
Author_Institution :
Dept. of Electr. & Comput. Eng., Rice Univ., Houston, TX, USA
Abstract :
This paper demonstrates the advantages of using online arithmetic for traditional and advanced detection algorithms for communication systems. Detection is one of the core computationally-intensive physical layer operations in a communication receiver and determines the communication data rates. Detection algorithms typically involve hard decisions (sign based testing) to find the sign of the transmitted information bit. This results in extraneous computations in a conventional number system as the sign is obtained only at the end due to the least significant digit first (LSDF) nature of computations. Online arithmetic, based on a signed digit number representation, provides most significant digit first (MSDF) computation. Hence, the computations can stop after the first non-zero MSD (sign) is computed and additional computations for the successive digits can be avoided. Back-conversion to a conventional number system is not required as the sign of the digit represents the detected bit. A comparison of a radix-4 serial digit on-line multiuser detector with an 8-bit parallel conventional arithmetic multiuser detector shows a decrease in latency by 1.79X, a 3X increase in throughput, and possible savings in area
Keywords :
code division multiple access; digital arithmetic; digital communication; mobile radio; W-CDMA; communication data rates; detection algorithms; digital communication receivers; latency; least significant digit first; most significant digit first; online arithmetic; online multiuser detector; parallel arithmetic multiuser detector; radix-4 serial digit; sign based testing; signed digit number representation; throughput; Acceleration; Baseband; Binary phase shift keying; Channel estimation; Decoding; Detectors; Digital arithmetic; Digital communication; Multiaccess communication; Real time systems;
Conference_Titel :
Computer Arithmetic, 2001. Proceedings. 15th IEEE Symposium on
Conference_Location :
Vail, CO
Print_ISBN :
0-7695-1150-3
DOI :
10.1109/ARITH.2001.930127