Below you will find example sentences with "strict partial". The examples show how this phrase is used in natural context and which words often surround it.
Strict Partial in a sentence
Corpus data
- Displayed example sentences: 3
- Discovered as a combination around: strict
- Corpus frequency in the collocation scan: 5
- Phrase length: 2 words
- Average sentence length: 27.7 words
Sentence profile
- Phrase position: 3 start, 0 middle, 0 end
- Sentence types: 3 statements, 0 questions, 0 exclamations
Corpus analysis
- The phrase "strict partial" has 2 words and usually appears near the start in these examples. The average sentence has 27.7 words and is mostly made up of statements.
- Around this phrase, patterns and context words such as and non strict partial orders in, both a strict partial order and, order, dag and non stand out.
- In the phrase index, this combination connects with strict action and strict action, linking the page to nearby combinations.
Example types with strict partial
This selection groups the examples by length and sentence type, making usage of the full phrase easier to scan:
It is a strict partial order ; every strict partial order can be the result of such a construction. (18 words)
Strict and non-strict partial orders In some contexts, the partial order defined above is called a non-strict (or reflexive, or weak) partial order. (25 words)
Strict partial orders are useful because they correspond more directly to directed acyclic graphs (dags): every strict partial order is a dag, and the transitive closure of a dag is both a strict partial order and also a dag itself. (40 words)
Strict partial orders are useful because they correspond more directly to directed acyclic graphs (dags): every strict partial order is a dag, and the transitive closure of a dag is both a strict partial order and also a dag itself. (40 words)
Strict and non-strict partial orders In some contexts, the partial order defined above is called a non-strict (or reflexive, or weak) partial order. (25 words)
It is a strict partial order ; every strict partial order can be the result of such a construction. (18 words)
Example sentences (3)
Strict and non-strict partial orders In some contexts, the partial order defined above is called a non-strict (or reflexive, or weak) partial order.
Strict partial orders are useful because they correspond more directly to directed acyclic graphs (dags): every strict partial order is a dag, and the transitive closure of a dag is both a strict partial order and also a dag itself.
It is a strict partial order ; every strict partial order can be the result of such a construction.