Logic Notations in LaTeX
Logic Notations is a set of symbols which is commonly used to express logical representation.
For example, not A is represented as –
So, let’s see the latex code of Logic Notations one by one.
Logic Operators and their Latex Code –
TERM | SYMBOL | LATEX |
---|---|---|
1. there exists at least one | ![]() |
\exists |
2. there exists one and only one | ![]() |
\exists! |
3. there is no | ![]() |
\nexists |
4. for all | ![]() |
\forall |
5. not (logical not) | ![]() |
\neg |
6. or (logical or) | ![]() |
\lor |
7. division | ![]() |
\div |
8. and (logical and) | ![]() |
\land |
9. implies | ![]() |
\implies |
10. right implication | ![]() |
\Rightarrow |
11. is implied by (only if) | ![]() |
\Longleftarrow |
12. left implication | ![]() |
\Leftarrow |
13. if and only if, iff | ![]() |
\iff |
14. equivalence | ![]() |
\Leftrightarrow |
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