Abstract: Generating function techniques for analyzing the error event and the bit-error probabilities for trellis codes are considered.

For example, a code with eight trellis states requires 64 states for computing the generalized generating function. A second method will be applied to a special ...

For example, a code with eight trellis states requires 64 states for computing the generalized generating function. A second method will be applied to a special ...

Generating function techniques for analyzing the error event and the bit-error probabilities for trellis codes are considered.

Numerical results show that employing the exact orthogonal subcode FER improves the union bound significantly and provides the closest approximation to FER ...

In this paper, analytical performance results for space-time trellis codes over Rayleigh fading channels are presented. Bit error probability estimates are ...

In Section IV, TCM schemes are classified according to their symmetry properties. In Section V the various algorithms are described, according to each perfor-.

A trellis gives possible code sequences and coding gain is achieved. These codes have shown considerable performance gains for wireless communication at the ...

A new class of space-time codes called super-orthogonal trellis codes was introduced that combine set-partitioning with a super set of orthogonal space-time ...

This paper considers the performance analysis of space-time trellis codes over quasistatic Rayleigh fading channels. We present three methods to calculate ...