Sep 10, 2014 · Abstract:We present necessary and sufficient conditions for the termination of linear homogeneous programs. We also develop a complete ...
Our complete characterization of termination for such programs is based on linear algebraic methods. We reduce the verification of the termination problem to ...
This characterization of termination is reminiscent of the famous stability theorems in control theory that characterize stability in terms of eigenvalues.
Jul 12, 2024 · We show that termination of a class of linear loop programs is decidable. Linear loop programs are discrete-time linear systems with a loop ...
Abstract: We observe that the termination of linear programs relies only on the initial value of program variables and the iteration count.
Missing: Characterization | Show results with:Characterization
Abstract. We show that termination of a class of linear loop programs is decidable. Linear loop programs are discrete-time linear systems with.
Polyhedra for invariant generation. • Strict duality of real linear constraints for constraint-based analysis of linear loops. • Weak duality of real polynomial ...
We show that termination of a simple class of linear loops over the integers is decidable. Namely we show that termination of de- terministic linear loops is ...
Missing: Characterization | Show results with:Characterization
Identify class of loops L, class of functions F, and class of assertions A such that synthesis of ranking functions of form F with supporting invariants A is ...
Abstract—We observe that the termination of linear programs relies only on the initial value of program variables and the iteration count.
Missing: Characterization | Show results with:Characterization