Abstract. We present a new proof of the fact that every formula in linear temporal logic with past is equivalent to a formula of the form ⋀i⋄□αi⇒⋄□βi, wher.

We present a new proof of the fact that every formula in linear temporal logic with past is equivalent to a formula of the form ⋀ i ⋄ □ α i ⇒ ⋄ □ β i, ...

Jan 4, 2008 · where αi and βi are past formulas, which is known as general canonical reactivity form. The original proof is based on the fact that a ...

We present a new proof of the fact that every formula in linear temporal logic with past is equivalent to a formula of the form where αi and βi are past ...

This paper presents a tutorial introduction to the construction of finite-automata on infinite words from linear-time temporal logic formulas. After defining ...

A Syntactical Proof of the Canonical Reactivity Form for Past Linear Temporal Logic. Authors. GUELEV, DIMITAR P. Publication. Journal of Logic & Computation ...

Dimitar P. Guelev. A Syntactical Proof of the Canonical Reactivity Form for Past Linear Temporal Logic. Journal of Logic and Computation, volume 18, issue 4, pp ...

A Syntactical Proof of the Canonical Reactivity Form for Past Linear Temporal Logic ... Proof of the Canonical Reactivity Form for Past Linear Temporal Logic.

Feb 27, 2024 · A Syntactical Proof of the Canonical Reactivity Form for Past Linear Temporal Logic. J. Log. Comput. 18, 4 (2008), 615–623. [20] Sankar ...

A Syntactical Proof of the Canonical Reactivity Form for Past Linear. Temporal Logic. 615. Dimitar P. Guelev. On the Hierarchy of Intuitionistic Bounded ...