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definition Parenthesis-free notation
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1. parenthesis-free notation (Noun)
1 definition
| parenthesis-free notation (Noun) — | A notation for forming mathematical expressions that does not use parentheses to delimit components |
1 type of
| # | Word | Number of letters | Number of synonyms | ||
|---|---|---|---|---|---|
| 1. | mathematical notation | 20 letters | 0 synonyms |
6 types
| # | Word | Number of letters | Number of synonyms | ||
|---|---|---|---|---|---|
| 1. | lukasiewicz notation | 19 letters | 2 synonyms | ||
| 2. | polish notation | 14 letters | 2 synonyms | ||
| 3. | postfix notation | 15 letters | 2 synonyms | ||
| 4. | prefix notation | 14 letters | 2 synonyms | ||
| 5. | reverse polish notation | 21 letter | 2 synonyms | ||
| 6. | suffix notation | 14 letters | 2 synonyms |
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