AbstractA k-ary iterative tree automaton (k-ary ITA) is a potentially infinite synchronous network of finite automata structured as k-ary tree with serial input and output at the root of the tree. The computational power of an ITA in real-time, pseudo real-time and linear-time is compared. The pseudo real-time is a new notion and means that every cell of an ITA makes a fixed number of computational steps for each input symbol. It is shown that every linear-time ITA can be simulated either by a pseudo real-time ITA of the same arity or by a real-time ITA of a higher arity. As an example, an ITA implementation of real-time infinite memory is described
A common model for discrete event systems is a deterministic finite automaton (DFA). An advantage of...
A d-dimensional cellular automaton with sequential input mode is a d-dimensional grid of interconnec...
In this chapter we introduce a formalism, Time Petri Nets (TPNs), to model real-time systems. We com...
AbstractA k-ary iterative tree automaton (k-ary ITA) is a potentially infinite synchronous network o...
AbstractThe iterative tree automaton is introduced as a binary tree-connected network with sequentia...
An iterative arrays is a line of interconnected interacting finite automata. One distinguished autom...
AbstractIterative arrays are one-dimensional arrays of interconnected interacting finite automata. T...
AbstractIn the last decade Alur and Dill introduced a model of automata on timed ω-sequences which e...
Iterative arrays (IAs) are a parallel computational model with a sequential processing of the input....
We describe an algorithm for learning sim-ple timed automata, known as real-time au-tomata. The tran...
Abstract. An iterative array is a line of interconnected interacting finite au-tomata. One distingui...
AbstractIn this paper, we show that real time k-dimensional iterative arrays are equivalent through ...
AbstractIn the last decade Alur and Dill introduced a model of automata on timed ω-sequences which e...
AbstractTime dependent models have become increasingly important in formal modeling and verification...
AbstractThis paper investigates the power of realtime one-way synchronized alternating one-counter a...
A common model for discrete event systems is a deterministic finite automaton (DFA). An advantage of...
A d-dimensional cellular automaton with sequential input mode is a d-dimensional grid of interconnec...
In this chapter we introduce a formalism, Time Petri Nets (TPNs), to model real-time systems. We com...
AbstractA k-ary iterative tree automaton (k-ary ITA) is a potentially infinite synchronous network o...
AbstractThe iterative tree automaton is introduced as a binary tree-connected network with sequentia...
An iterative arrays is a line of interconnected interacting finite automata. One distinguished autom...
AbstractIterative arrays are one-dimensional arrays of interconnected interacting finite automata. T...
AbstractIn the last decade Alur and Dill introduced a model of automata on timed ω-sequences which e...
Iterative arrays (IAs) are a parallel computational model with a sequential processing of the input....
We describe an algorithm for learning sim-ple timed automata, known as real-time au-tomata. The tran...
Abstract. An iterative array is a line of interconnected interacting finite au-tomata. One distingui...
AbstractIn this paper, we show that real time k-dimensional iterative arrays are equivalent through ...
AbstractIn the last decade Alur and Dill introduced a model of automata on timed ω-sequences which e...
AbstractTime dependent models have become increasingly important in formal modeling and verification...
AbstractThis paper investigates the power of realtime one-way synchronized alternating one-counter a...
A common model for discrete event systems is a deterministic finite automaton (DFA). An advantage of...
A d-dimensional cellular automaton with sequential input mode is a d-dimensional grid of interconnec...
In this chapter we introduce a formalism, Time Petri Nets (TPNs), to model real-time systems. We com...