Mazur manifold
4-dimensional contractible smooth manifold with boundary that is not diffeomorphic to the 4-ball
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Mazur manifold
Summary
Mazur manifold is a 4-manifold[1].
Key Facts
- Mazur manifold is credited with the discovery of Barry Mazur[2].
- Mazur manifold is credited with the discovery of Valentin Poénaru[3].
- Mazur manifold's instance of is recorded as 4-manifold[4].
- Mazur manifold's instance of is recorded as manifold with boundary[5].
- Mazur manifold's instance of is recorded as contractible space[6].
- Mazur manifold's instance of is recorded as compact space[7].
- Mazur manifold's instance of is recorded as smooth manifold[8].
- Barry Mazur is named after Mazur manifold[9].
- Mazur manifold's subclass of is recorded as compact space[10].
- Mazur manifold's subclass of is recorded as 4-dimensional figure[11].
- Mazur manifold's subclass of is recorded as 4-manifold[12].
- Mazur manifold's time of discovery or invention is recorded as +1960-00-00T00:00:00Z[13].
- Mazur manifold's Freebase ID is recorded as /m/03cxqv8[14].
- Mazur manifold's Microsoft Academic ID is recorded as 70567710[15].
- Mazur manifold's Euler characteristic is recorded as {'unit': '1', 'amount': '+1'}[16].
Body
Works and Contributions
Credited discoveries include Barry Mazur[2], a mathematician[17], b. 1937[18], of United States[19], awarded the Cole Prize in Number Theory[20], specialised in number theory[21] and Valentin Poénaru[3], a mathematician[22], b. 1932[23], of France[24], specialised in topology[25].