MAGIC063 (Differentiable Manifolds) : 
 
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Q2 and Q3(i) on exam
Posted by: Kirill Mackenzie (---.dsl.in-addr.zen.co.uk)
Date: May 19, 2017 10:11AM

In Question 2 you may assume that the map pr is a *morphism*
(not merely a map) of vector bundles.

In Question 3(i) you are expected to prove that M is a submanifold
of R^6 either by stating and applying general results which guarantee
that a subset is a submanifold, or by exhibiting a specific submanifold
atlas.

Thanks to Andrew Turner for asking about these.



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