The definition of a class C of functions is syntactic if membership to C can be decided from the construction of its elements. Syntactic characterizations of PTIMEF, of PSPACEF, of the polynomial hierarchy PH, and of its subclasses Delta(n)(p) are presented. They are obtained by progressive restrictions of recursion in Lisp, and may be regarded as predicative according to a foundational point raised by Leivant
We provide machine-independent characterizations of some complexity classes, over an arbitrary struc...
none1noWe address computational complexity writing polymorphic functions between finite types (i.e.,...
We investigate an imperative and a functional programming language. The computational power of fragm...
The definition of a class C of functions is syntactic if membership to C can be decided from the con...
. The definition of a class C of functions is syntactic if membership to C can be decided from the c...
Characterizations of PTIME, PSPACE, the polynomial hierarchy and its elements are given, which are d...
AbstractCharacterizations of PTIME, PSPACE, the polynomial hierarchy and its elements are given, whi...
AbstractHigher type primitive recursive definitions (also known as Gödel's system T) defining first-...
We introduce an imperative programming language equipped with variables of higher types. Fragments o...
In Descriptive Complexity, there is a vast amount of literature on decision problems, and their clas...
We introduce second-order Lindström quantifiers and examine analogies to the concept of leaf languag...
AbstractThis paper gives some new logical characterizations of the class of rudimentary languages in...
AbstractBased on Valiant's class #P of all functions counting the number of accepting computations o...
Colloque avec actes et comité de lecture. internationale.International audienceWe introduce syntacti...
AbstractWe propose a new order-theoretic characterisation of the class of polytime computable functi...
We provide machine-independent characterizations of some complexity classes, over an arbitrary struc...
none1noWe address computational complexity writing polymorphic functions between finite types (i.e.,...
We investigate an imperative and a functional programming language. The computational power of fragm...
The definition of a class C of functions is syntactic if membership to C can be decided from the con...
. The definition of a class C of functions is syntactic if membership to C can be decided from the c...
Characterizations of PTIME, PSPACE, the polynomial hierarchy and its elements are given, which are d...
AbstractCharacterizations of PTIME, PSPACE, the polynomial hierarchy and its elements are given, whi...
AbstractHigher type primitive recursive definitions (also known as Gödel's system T) defining first-...
We introduce an imperative programming language equipped with variables of higher types. Fragments o...
In Descriptive Complexity, there is a vast amount of literature on decision problems, and their clas...
We introduce second-order Lindström quantifiers and examine analogies to the concept of leaf languag...
AbstractThis paper gives some new logical characterizations of the class of rudimentary languages in...
AbstractBased on Valiant's class #P of all functions counting the number of accepting computations o...
Colloque avec actes et comité de lecture. internationale.International audienceWe introduce syntacti...
AbstractWe propose a new order-theoretic characterisation of the class of polytime computable functi...
We provide machine-independent characterizations of some complexity classes, over an arbitrary struc...
none1noWe address computational complexity writing polymorphic functions between finite types (i.e.,...
We investigate an imperative and a functional programming language. The computational power of fragm...