Z Fülöp, H Vogler - Handbook of weighted automata, 2009 - Springer
We survey some important results for weighted tree automata and weighted tree transducers over finite ranked trees and semirings as weight structure. In particular, we address closure …
M Droste, C Pech, H Vogler - Theory of Computing Systems, 2005 - Springer
In this paper we prove Kleene's result for formal tree series over a commutative semiring A (which is not necessarily complete or continuous or idempotent), ie, the class of formal tree …
B Borchardt - Acta Cybernetica, 2004 - cyber.bibl.u-szeged.hu
In the present paper we show that given a tree series S, which is accepted by (a) a deterministic bottom-up finite state weighted tree automaton (for short: bu-w-fta) or (b) a non …
B Borchardt, H Vogler - J. Autom. Lang. Comb., 2003 - Citeseer
We investigate the determinization of nondeterministic bottom-up/top-down finite state weighted tree automata over some semiring A and compare the resulting four classes of …
Z Fülöp, H Vogler - arXiv preprint arXiv:2212.05529, 2022 - arxiv.org
This is a book on weighted tree automata. We present the basic definitions and some of the important results in a coherent form with full proofs. The concept of weighted tree automata …
In this book we will give a survey on several topics in language and automata theory and will report on generalizations of some classical results on formal languages, formal tree …
B Borchardt - … Conference on Developments in Language Theory, 2003 - Springer
In this paper we prove a Myhill-Nerode theorem for recognizable tree series over commutative semifields and thereby present a minimization of bottom-up finite state …
A Maletti - International Journal of Foundations of Computer …, 2005 - World Scientific
Bottom-up tree series transducers (tst) over the semiring are implemented with the help of bottom-up weighted tree automata (wta) over an extension of. Therefore bottom-up-weighted …
T Stüber, H Vogler, Z Fülöp - International Journal of Foundations of …, 2009 - World Scientific
Weighted multioperator tree automata (for short: wmta) are finite-state bottom-up tree automata in which the transitions are weighted with an operation taken from some …