A regular language is
a language that can be expressed with a regular expression or a deterministic or
non-deterministic finite automata or state machine. … Regular languages are used in parsing and designing programming languages and are one of the first concepts taught in computability courses.
What is regular expression in theory of computation?
The language accepted by finite automata can be easily described by simple expressions called Regular Expressions. A regular expression can also be described as
a sequence of pattern that defines a string
. … Regular expressions are used to match character combinations in strings.
What is language in theory of computing?
A language is
a set of string all of which are chosen from some ∑*, where ∑ is a particular alphabet
. This means that language L is subset of ∑*. An example is English language, where the collection of legal English words is a set of strings over the alphabet that consists of all the letters.
What are regular languages in computer science?
In theoretical computer science and formal language theory, a regular language (also called a rational language) is
a formal language that can be defined by a regular expression, in the strict sense in
theoretical computer science (as opposed to many modern regular expressions engines, which are augmented with features …
What is regular language give example?
For example,
let = {a, b}
. Then since {a} and {b} are regular languages, {a, b} ( = {a} {b} ) and {ab} ( = {a}{b} ) are regular languages. Also since {a} is regular, {a}
*
is a regular language which is the set of strings consisting of a’s such as , a, aa, aaa, aaaa etc.
Is Sigma a regular star?
Well, the alphabet Sigma is finite, and therefore
regular
, and the star operation preserves regularity (by the definition of regular languages).
What is difference between DFA and NFA?
| SR.NO. DFA NFA | 9 All DFA are NFA. Not all NFA are DFA. | 10 DFA requires more space. NFA requires less space then DFA. |
|---|
What we mean by algorithms?
An algorithm is
a set of instructions for solving a problem or accomplishing a task
. One common example of an algorithm is a recipe, which consists of specific instructions for preparing a dish or meal. Every computerized device uses algorithms to perform its functions.
What is the importance of theory of computation?
The importance to study the theory of computation is
to better understand the development of formal mathematical models of computation that reflect the real-world of computer
. To achieve deep understanding about the mathematical properties of computer hardware and software.
What are the types of languages in theory of computation?
| Grammar Languages Automaton | Type-0 Recursively enumerable Turing machine | Type-1 Context-sensitive Linear-bounded non-deterministic Turing machine | Type-2 Context-free Non-deterministic pushdown automaton | Type-3 Regular Finite state automaton |
|---|
Is a * regular language?
A regular language is
a language that can be expressed with a regular expression
or a deterministic or non-deterministic finite automata or state machine. A language is a set of strings which are made up of characters from a specified alphabet, or set of symbols.
Is English regular language?
Is English a regular language?
No
. The typical proof (as in PtMW, 478-9) uses closure under intersection plus the pumping lemma (pumping theorem). First let’s practice using the pumping lemma some more to show that some languages on the alphabet {a,b} are not regular languages.
Is Python a regular language?
What does that mean, and why aren’t they? Python and Haskell both use indentation-sensitive syntax, so they have to recognize changes in the indentation level as tokens.
How do you prove a language is regular?
To prove a language is regular:
construct a DFA, NFA or RE that recognizes it
. To prove a language is not regular: show that recognizing it requires keeping track of infinite state (hard to be completely convincing in most cases) or use the pumping lemma to get a contradiction.
What is regular and non regular languages?
Example 1 – All strings of length = 2 over {a, b}* i.e. L = {aa, ab, ba, bb}
is regular
. Given an expression of non-regular language, but the value of parameter is bounded by some constant, then the language is regular (means it has kind of finite comparison).
Which type of language is regular expression?
Formal language theory
. Regular expressions describe regular languages in formal language theory. They have the same expressive power as regular grammars.
