127 reputation
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bio website ncatlab.org/nlab/show/…
location Amsterdam
age 32
visits member for 4 years, 3 months
seen Oct 9 '13 at 12:20
I am a PhD-student in Florence.

Oct
5
revised Is the class of n-dimensional manifolds essentially small?
added 30 characters in body
Oct
5
comment Is the class of n-dimensional manifolds essentially small?
@Eric: You are right! Thank you.
Oct
5
revised Is the class of n-dimensional manifolds essentially small?
added 129 characters in body
Oct
5
comment Is the class of n-dimensional manifolds essentially small?
Could you explain why without assuming second countability your manifolds have bounded cardinality?
Oct
5
answered Is the class of n-dimensional manifolds essentially small?
Sep
3
awarded  Autobiographer
Aug
29
answered Image of composite morphisms
Aug
16
comment Universal functors according to Cohn.
Yes, this is the join in Lurie's book.
Aug
15
answered Universal functors according to Cohn.
Aug
15
revised Computing colimits in a Lawvere theory
Corrected mistake concerning initial object
Aug
15
awarded  Supporter
Aug
15
revised Computing colimits in a Lawvere theory
deleted 49 characters in body
Aug
15
awarded  Editor
Aug
15
awarded  Teacher
Aug
15
revised Computing colimits in a Lawvere theory
added 49 characters in body; deleted 4 characters in body
Aug
15
answered Computing colimits in a Lawvere theory