Category: Poiss

Poiss is the category whose objects are smooth manifolds with Poisson structures and arrows are Poisson maps.

Facts Derived from Enrichment

(Poiss doesn't seem to have any notable subcategories.)

Limits

Colimits

categories: Poiss

This data as json

Links from other tables

• 0 rows from internal_commutative_monoids in categories_of_commutative_monoids
• 0 rows from parent in categories_of_commutative_monoids
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• 0 rows from parent in categories_of_semigroups
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• 0 rows from parent in categories_of_monoids
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• 0 rows from parent in categories_of_rings
• 0 rows from skeleton in skeletons
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• 0 rows from total_subcategory in restriction_categories
• 0 rows from category in topoi
• 0 rows from category in monoidal_categories
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• 0 rows from subcategory in full_subcategories
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• 0 rows from base in list_monads
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• 0 rows from parent in categories_of_lie_algebras
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• 0 rows from parent in categories_of_abelian_groups
• 0 rows from internal_abelian_groups in categories_of_abelian_groups
• 0 rows from parent in categories_of_simplicial_objects
• 0 rows from internal_simplicial_sets in categories_of_simplicial_objects
• 1 row from category in categories_with_animal_names
• 0 rows from internal_groups in categories_of_groups
• 0 rows from parent in categories_of_groups
• 0 rows from supercategory in reflective_subcategories
• 0 rows from subcategory in reflective_subcategories
• 0 rows from horizontal_2cat in double_categories
• 0 rows from vertical_2cat in double_categories
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• 0 rows from category in arrow_categories
• 0 rows from arrows in arrow_categories
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• 0 rows from category in opposite_categories
• 0 rows from category in dagger_categories
• 0 rows from name in 2-categories