Ady

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Name Ady
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Seen Jun 14 2011 at 22:47
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37
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2, 3, and 4 (a possible fixed point result ?)

mar 16 10 at 9:29 anton 2,402●7●12

10
17
votes
0
answers
912
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$f\circ f=g$ revisited

mar 20 10 at 21:35 Ady 2,641●6●21

7
12
votes
2
answers
2k
views

Topological Rings

feb 14 11 at 12:13 Michael Blackmon 608●6●16

5
10
votes
2
answers
712
views

Monotone Lipschitz embedding ?

jan 18 10 at 14:25 fedja 19.4k●2●46●94

3
9
votes
1
answer
833
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Topological “Interpolation” ?

feb 5 10 at 18:17 Yemon Choi 8,437●1●19●44

7
8
votes
2
answers
849
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Borsuk pairs of Banach spaces

feb 7 10 at 5:54 Ady 2,641●6●21

3

1

2

1
6
votes
1
answer
587
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The “ultimate” indefinite inner product space

dec 26 09 at 3:25 Greg Kuperberg 36.2k●2●116●179

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35

Answers
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73
Examples of common false beliefs in mathematics.
21
Is a topology determined by its convergent sequences?
13
solving f(f(x))=g(x)
12
Does homeomorphic and isomorphic always imply homeomorphically isomorphic?
11
Is a subspace with a certain property dense in the dual of a vector space?
11
When can boundedness be characterized topologically in Metric spaces?
9
Are there functions satisfying the following integral condition?
7
Rellich-Necas identity
6
Does Cauchy continuity imply uniform continuity? [No.]
6
Topological embeddings of non-compact, complete metric spaces
5
Isomorphisms of Banach Spaces
5
Nice proof of the Jordan curve theorem?
4
Famous mathematical quotes
4
When a Banach space is a Hilbert space?
4
Is a “contraction space” always complete?
4
Injective maps $\mathbb{R}^{n} \to \mathbb{R}^{m}$
3
Sequential topological vector spaces
3
Radii and centers in Banach spaces
3
Cone in a metric space
3
Continuous automorphism groups of normed vector spaces?
3
Which math paper maximizes the ratio (importance)/(length)?
2
Borsuk pairs of Banach spaces
2
How can I measure the Morse index in infinite dimensions?
2
Examples of inequality implied by equality.
2
separability of a certain space of continuous functions
2
Orthonormal basis for non-separable inner-product space
1
Extending Continuous Sublinear maps on dense subsets of a Banach space
1
Connected components of space of maps between two manifolds
1
Splitting a space into positive and negative parts
1
Show a linear operator is not compact
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