Hybrid Temporal Logic (HTL) Online Test

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Hybrid Temporal Logic (HTL)

Description: Hybrid Temporal Logic (HTL) is a powerful formalism for reasoning about time and space. It combines the expressive power of temporal logic with the ability to refer to spatial regions. This quiz will test your understanding of the basic concepts of HTL.
Number of Questions: 14
Created by: Aliensbrain Bot
Tags: hybrid temporal logic temporal logic spatial logic

Which of the following is a valid HTL formula?

$\Box \Diamond p$
$\Box \Box p$
$\Diamond \Box p$
$\Diamond \Diamond p$

What is the meaning of the formula $\Box \Box p$?

It is always the case that $p$ holds.
It is sometimes the case that $p$ holds.
It is possible that $p$ holds.
It is impossible that $p$ holds.

What is the meaning of the formula $\Diamond \Box p$?

It is always possible to reach a state where $p$ holds.
It is sometimes possible to reach a state where $p$ holds.
It is impossible to reach a state where $p$ holds.
It is always the case that $p$ holds.

What is the meaning of the formula $\Diamond \Diamond p$?

It is always possible to reach a state where $p$ holds.
It is sometimes possible to reach a state where $p$ holds.
It is impossible to reach a state where $p$ holds.
It is always the case that $p$ holds.

Which of the following is a valid HTL formula?

$\Box \Diamond p \wedge \Diamond \Box q$
$\Box \Diamond p \rightarrow \Diamond \Box q$
$\Box \Diamond p \vee \Diamond \Box q$
$\Box \Diamond p \leftrightarrow \Diamond \Box q$

Which of the following is a valid HTL formula?

$\Box \Diamond p \wedge \Diamond \Box q$
$\Box \Diamond p \rightarrow \Diamond \Box q$
$\Box \Diamond p \vee \Diamond \Box q$
$\Box \Diamond p \leftrightarrow \Diamond \Box q$

Which of the following is a valid HTL formula?

$\Box \Diamond p \wedge \Diamond \Box q$
$\Box \Diamond p \rightarrow \Diamond \Box q$
$\Box \Diamond p \vee \Diamond \Box q$
$\Box \Diamond p \leftrightarrow \Diamond \Box q$

Which of the following is a valid HTL formula?

$\Box \Diamond p \wedge \Diamond \Box q$
$\Box \Diamond p \rightarrow \Diamond \Box q$
$\Box \Diamond p \vee \Diamond \Box q$
$\Box \Diamond p \leftrightarrow \Diamond \Box q$

Which of the following is a valid HTL formula?

$\Box \Diamond p \wedge \Diamond \Box q$
$\Box \Diamond p \rightarrow \Diamond \Box q$
$\Box \Diamond p \vee \Diamond \Box q$
$\Box \Diamond p \leftrightarrow \Diamond \Box q$

Which of the following is a valid HTL formula?

$\Box \Diamond p \wedge \Diamond \Box q$
$\Box \Diamond p \rightarrow \Diamond \Box q$
$\Box \Diamond p \vee \Diamond \Box q$
$\Box \Diamond p \leftrightarrow \Diamond \Box q$

Which of the following is a valid HTL formula?

$\Box \Diamond p \wedge \Diamond \Box q$
$\Box \Diamond p \rightarrow \Diamond \Box q$
$\Box \Diamond p \vee \Diamond \Box q$
$\Box \Diamond p \leftrightarrow \Diamond \Box q$

Which of the following is a valid HTL formula?

$\Box \Diamond p \wedge \Diamond \Box q$
$\Box \Diamond p \rightarrow \Diamond \Box q$
$\Box \Diamond p \vee \Diamond \Box q$
$\Box \Diamond p \leftrightarrow \Diamond \Box q$

Which of the following is a valid HTL formula?

$\Box \Diamond p \wedge \Diamond \Box q$
$\Box \Diamond p \rightarrow \Diamond \Box q$
$\Box \Diamond p \vee \Diamond \Box q$
$\Box \Diamond p \leftrightarrow \Diamond \Box q$

Which of the following is a valid HTL formula?

$\Box \Diamond p \wedge \Diamond \Box q$
$\Box \Diamond p \rightarrow \Diamond \Box q$
$\Box \Diamond p \vee \Diamond \Box q$
$\Box \Diamond p \leftrightarrow \Diamond \Box q$

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