What are the two types of Linear Grammar?
Linear grammar is of 2 types Left and Right Linear Grammar.
Which Grammar is it?S → Aa A → Aab
In Left-Linear grammars, all productions have the form: A→Bx or A→ x where x is some string of terminals.
Which Type of Grammar is it?S → Aa A → Aab | λ
In this case they both correspond to the regular expression (ab)*a.
A Regular Grammar is any right-linear or left-linear grammar.
As it turns out the languages that can be generated by Regular Grammars is equivalent to those that can be specified by Regular Expressions.
Regular Grammars generate Regular Languages.
That’s why they are called regular languages.
Can Left Linear grammar be converted to Right Linear grammar?
Since right-linear grammars are regular, it follows that left-linear grammars are also regular.
They are defined by rule A->b where A is non terminal and b is terminal.
The idea of an automation with a stack as auxiliary storage
Push Down Automata manipulate the Stack as a part of performing a transition.
Transition of finite automata is
Transition of finite automata is Finite Diagram.
A context free language is called ambiguous if
When two or more Left and right most derivative occur the grammar turn ambiguous.