AbstractA tree can be represented by a language consisting of a suitable coding of its finite branches. We investigate this representation and derive a number of reductions between certain equivalence problems for context-free tree grammars and recursive program schemes and the (open) equivalence problem for DPDA's. This is the first part of this work: it is devoted to technical results on prefix-free languages and strict deterministic grammars. Application to context-free tree grammars will be published in the second part
Context-free tree languages play an important role in algebraic semantics and are applied in mathema...
AbstractOne approach to solving the equivalence problem for certain families of context free languag...
summary:First, this paper discusses tree-controlled grammars with root-to-leaf derivation-tree paths...
AbstractA tree can be represented by a language consisting of a suitable coding of its finite branch...
AbstractWe apply certain technical results, published in the first part of the present work to obtai...
AbstractWe apply certain technical results, published in the first part of the present work to obtai...
AbstractOne approach to solving the equivalence problem for certain families of context free languag...
Tree equivalence is a relation among polyadic recursion schemes. This relation is broad enough to be...
In this thesis, three methods are investigated to express context-free tree languages by regular tre...
In this thesis, three methods are investigated to express context-free tree languages by regular tre...
the date of receipt and acceptance should be inserted later Abstract The equivalence of leaf languag...
AbstractWe consider several aspects of Wilke’s [T. Wilke, An algebraic characterization of frontier ...
A classic result in language theory is Medvedev’s theorem for trees, stating that any regular tree l...
A classic result in language theory is Medvedev’s theorem for trees, stating that any regular tree l...
A classic result in language theory is Medvedev’s theorem for trees, stating that any regular tree l...
Context-free tree languages play an important role in algebraic semantics and are applied in mathema...
AbstractOne approach to solving the equivalence problem for certain families of context free languag...
summary:First, this paper discusses tree-controlled grammars with root-to-leaf derivation-tree paths...
AbstractA tree can be represented by a language consisting of a suitable coding of its finite branch...
AbstractWe apply certain technical results, published in the first part of the present work to obtai...
AbstractWe apply certain technical results, published in the first part of the present work to obtai...
AbstractOne approach to solving the equivalence problem for certain families of context free languag...
Tree equivalence is a relation among polyadic recursion schemes. This relation is broad enough to be...
In this thesis, three methods are investigated to express context-free tree languages by regular tre...
In this thesis, three methods are investigated to express context-free tree languages by regular tre...
the date of receipt and acceptance should be inserted later Abstract The equivalence of leaf languag...
AbstractWe consider several aspects of Wilke’s [T. Wilke, An algebraic characterization of frontier ...
A classic result in language theory is Medvedev’s theorem for trees, stating that any regular tree l...
A classic result in language theory is Medvedev’s theorem for trees, stating that any regular tree l...
A classic result in language theory is Medvedev’s theorem for trees, stating that any regular tree l...
Context-free tree languages play an important role in algebraic semantics and are applied in mathema...
AbstractOne approach to solving the equivalence problem for certain families of context free languag...
summary:First, this paper discusses tree-controlled grammars with root-to-leaf derivation-tree paths...