Definitions
- Referring to a sequence of elements that appear in the same order as in another sequence, but not necessarily contiguous. - Talking about a portion of a larger sequence that preserves the order of the original sequence. - Describing a series of events or actions that occur in a particular order.
- Referring to a set of elements that are contained within another set. - Talking about a smaller group of items that are part of a larger group. - Describing a category or type of something that is included within a larger category or type.
List of Similarities
- 1Both words refer to a smaller part of a larger whole.
- 2Both words involve a relationship between two sets or sequences.
- 3Both words imply that the smaller part is contained within the larger whole.
What is the difference?
- 1Definition: Subsequence refers to a sequence of elements that appear in the same order as in another sequence, while subset refers to a set of elements that are contained within another set.
- 2Order: Subsequence implies that the order of the original sequence is preserved, while subset does not necessarily imply any specific order.
- 3Size: Subset can be of equal size or smaller than the larger set, while subsequence is always smaller than the original sequence.
- 4Elements: Subset refers to a set of distinct elements, while subsequence can contain repeated elements.
- 5Application: Subsequence is often used in mathematics and computer science, while subset is more commonly used in everyday language.
Remember this!
Subsequence and subset both refer to a smaller part of a larger whole, but they differ in their definition, order, size, elements, and application. A subsequence is a sequence of elements that appear in the same order as in another sequence, while a subset is a set of elements that are contained within another set. Subsequence implies that the order of the original sequence is preserved, while subset does not necessarily imply any specific order.
