Below you will find example sentences with "formal languages". The examples show how this phrase is used in real sentences and which words often surround it.

Formal Languages in a sentence

About this phrase

Example types with formal languages

Below, the examples are grouped by length and sentence type:

Formal languages In formal languages, truth functions are represented by unambiguous symbols. (12 words)

In homomorphisms on formal languages, the ∗ operation is the Kleene star operation. (12 words)

Language-specification formalisms Formal languages are used as tools in multiple disciplines. (12 words)

The exigencies of practical computation on formal languages frequently demand that text strings be converted into pointer structure renditions of parse graphs, simply as a matter of checking whether strings are well-formed formulas or not. (36 words)

For example, there are many families of graphs that are close enough analogues of formal languages that the concept of a calculus is quite easily and naturally extended to them. (30 words)

Interpretations and models main Formal languages are entirely syntactic in nature but may be given semantics that give meaning to the elements of the language. (25 words)

Example sentences (13)

Formal languages In formal languages, truth functions are represented by unambiguous symbols.

Formal languages The Kleene star and Kleene plus operators used to express repetition in formal languages are idempotent.

Logician and philosopher Alfred Tarski developed the theory for formal languages (such as formal logic ).

Semirings and formal power series: Their relevance to formal languages and automata theory.

Classification of mathematical definitions Authors have used different terms to classify definitions used in formal languages like mathematics.

For example, there are many families of graphs that are close enough analogues of formal languages that the concept of a calculus is quite easily and naturally extended to them.

In 1968 he developed a type of formal languages that is today called L-systems or Lindenmayer Systems.

In homomorphisms on formal languages, the ∗ operation is the Kleene star operation.

Interpretations and models main Formal languages are entirely syntactic in nature but may be given semantics that give meaning to the elements of the language.

It is closely linked with automata theory, as automata are used to generate and recognize formal languages.

Language-specification formalisms Formal languages are used as tools in multiple disciplines.

The exigencies of practical computation on formal languages frequently demand that text strings be converted into pointer structure renditions of parse graphs, simply as a matter of checking whether strings are well-formed formulas or not.

There are further categories of formal languages, some of which are given in the expandable navigation box at the bottom of this page.