Abstract
Termination analysis of polynomial programs plays a very important role in applications of safety critical software. In this paper, we investigate the termination problem of single-path polynomial loop programs (SPLPs) over the reals. For such a loop program, we first assume that the set characterized by its loop guards is closed, bounded and connected. And then, we give some conditions and prove that under such conditions, the termination of single-path loop programs is decidable over the reals.
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