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  2. List of municipalities in Ohio - Wikipedia

    en.wikipedia.org/wiki/List_of_municipalities_in_Ohio

    There are currently 253 cities and 673 villages in Ohio, for a total of 926 municipalities. Municipality names are not unique: there is a village of Centerville in Gallia County and a city of Centerville in Montgomery County ; there is also a city of Oakwood in Montgomery County as well as the villages of Oakwood in Cuyahoga County and Oakwood ...

  3. Category:Manifolds - Wikipedia

    en.wikipedia.org/wiki/Category:Manifolds

    This list may not reflect recent changes. Manifold * List of manifolds; 0–9. 5-manifold; A. Acceleration (differential geometry) Affine manifold; Algebraic manifold;

  4. List of manifolds - Wikipedia

    en.wikipedia.org/wiki/List_of_manifolds

    This is a list of particular manifolds, by Wikipedia page. See also list of geometric topology topics . For categorical listings see Category:Manifolds and its subcategories.

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  6. Teamwork with a ‘beautiful view’: Developers unveil completed ...

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    With a boost from MEDC and county brownfield support, the downtown building features three retail spaces and six condominium apartments.

  7. List of townships in Ohio - Wikipedia

    en.wikipedia.org/wiki/List_of_townships_in_Ohio

    The 2018-2019 Ohio Municipal, Township and School Board Roster (maintained by the Ohio Secretary of State) lists 1,308 townships, with a 2010 population totaling 5,623,956. [1] When paper townships are excluded, but name variants counted separately (e.g. "Brush Creek" versus "Brushcreek", "Vermilion" versus "Vermillion"), there are 618 ...

  8. Category of manifolds - Wikipedia

    en.wikipedia.org/wiki/Category_of_manifolds

    The objects of Man • p are pairs (,), where is a manifold along with a basepoint , and its morphisms are basepoint-preserving p-times continuously differentiable maps: e.g. : (,) (,), such that () =. [1] The category of pointed manifolds is an example of a comma category - Man • p is exactly ({}), where {} represents an arbitrary singleton ...

  9. History of manifolds and varieties - Wikipedia

    en.wikipedia.org/wiki/History_of_manifolds_and...

    The study of manifolds combines many important areas of mathematics: it generalizes concepts such as curves and surfaces as well as ideas from linear algebra and topology. Certain special classes of manifolds also have additional algebraic structure; they may behave like groups, for instance. In that case, they are called Lie Groups.

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