Subset-or-equal sign

The subset-or-equal sign ⊆ says that every element of one set belongs to another. The two sets can be equal.

IN FOCUS⊆

SUBSET OF OR EQUAL TO

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Meaning and context

The subset-or-equal sign ⊆ says that every element of one set belongs to another. The two sets can be equal.

How to use it

Keep complete set expressions on each side. To claim a strict inclusion, state that the sets differ or use your chosen proper-subset convention.

Examples

Inclusion with equality allowed

{1, 2} ⊆ {1, 2, 3}

Every left-hand element appears on the right.

Equal sets

{a, b} ⊆ {a, b}

Equality is permitted by this relation.

Similar shapes, different characters

⊂

Subset sign

U+2282

Its equality convention varies by author.

Details
≤

Less-than-or-equal

U+2264

This compares ordered values rather than set membership.

Details

Sources and method

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Character details

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