This paper investigates the computability of recurrence equations. We first recall the results established by Karp et al. on the computability of systems of uniform recurrence equations, by Rao on regular iterative arrays and Joinnault's undecidability result on the computability of conditional systems of uniform recurrence equations with non bounded domain. Then we consider systems of parameterized affine recurrence equations, that is to say, systems of recurrence equations whose domains depend linearly on a size parameter and we establish that the computability of such systems is also undecidable
<p>This paper introduces some algorithms for solving linear relationships, homogeneous and non-homog...
AbstractUnresolved language equations and inequalities with various sets of operations are considere...
Systems of affine recurrence equations (SAREs) over polyhedral domains are widely used to model comp...
This paper investigates the computability of recurrence equations. We first recall the results estab...
AbstractSystems of uniform recurrence equations were proposed by Karp et al. (1967) as a means to de...
AbstractMost work on the problem of synthesizing a systolic array from a system of recurrence equati...
Most work on the problem of synthesizing a systolic array from a system of recur-rence equations is ...
International audienceWe consider a system of uniform recurrence equations (URE) of dimension one. W...
We consider a system of uniform recurrence equations of dimension one. We show how the computation c...
AbstractIterative algebras are defined by the property that every guarded system of recursive equati...
AbstractWe investigate systems of ordinary differential equations with a parameter. We show that und...
AbstractThe functions of computable analysis are defined by enhancing normal Turing machines to deal...
AbstractGiven a strictly increasing computable sequence (called a base sequence) of real numbers (wi...
In the following chapter we address the techniques for the resolution of some celebrated recurrence ...
AbstractThe functions of Computable Analysis are defined by enhancing the capacities of normal Turin...
<p>This paper introduces some algorithms for solving linear relationships, homogeneous and non-homog...
AbstractUnresolved language equations and inequalities with various sets of operations are considere...
Systems of affine recurrence equations (SAREs) over polyhedral domains are widely used to model comp...
This paper investigates the computability of recurrence equations. We first recall the results estab...
AbstractSystems of uniform recurrence equations were proposed by Karp et al. (1967) as a means to de...
AbstractMost work on the problem of synthesizing a systolic array from a system of recurrence equati...
Most work on the problem of synthesizing a systolic array from a system of recur-rence equations is ...
International audienceWe consider a system of uniform recurrence equations (URE) of dimension one. W...
We consider a system of uniform recurrence equations of dimension one. We show how the computation c...
AbstractIterative algebras are defined by the property that every guarded system of recursive equati...
AbstractWe investigate systems of ordinary differential equations with a parameter. We show that und...
AbstractThe functions of computable analysis are defined by enhancing normal Turing machines to deal...
AbstractGiven a strictly increasing computable sequence (called a base sequence) of real numbers (wi...
In the following chapter we address the techniques for the resolution of some celebrated recurrence ...
AbstractThe functions of Computable Analysis are defined by enhancing the capacities of normal Turin...
<p>This paper introduces some algorithms for solving linear relationships, homogeneous and non-homog...
AbstractUnresolved language equations and inequalities with various sets of operations are considere...
Systems of affine recurrence equations (SAREs) over polyhedral domains are widely used to model comp...