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Answers
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9
Awfully sophisticated proof for simple facts
1
Why do we teach calculus students the derivative as a limit?
-6
Theorems that are ‘obvious’ but hard to prove
56
Never appeared forthcoming papers
5
Proofs of the uncountability of the reals.
5
Proofs of Gödel’s theorem
1
What advanced Area of Mathematics can be delved into with only basic Calculus and Linear Algebra
7
Independence of P = NP?
0
Expected value as decision criterion in the context of rare events
3
Half Cantor-Bernstein Without Choice
3
Is modern computability theory “really” about algorithms?
1
Minimal subset of axioms for ZFC
3
Mathematics seminar for “non-mathematicians”
1
Proper classes and their consequences
3
How much larger is the powerset of a transfinite set?
6
Intended interpretations of set theories
6
Unwritten Rule Of Writing Own Name
18
What is the generic poset used in forcing, really?
7
Are there uncountably many essentially inequivalent versions of Mathematics?
1
When is a statement provable?
7
Forcing over an arbitrary model of ZFC
5
Singular Cardinals, and A Strange Question.
0
New Year’s Predictions in Mathematics
4
Kunen’s use of Countable Transitive Models
3
Consistent hierarchy of axiomatic systems
3
Ultrapowers, and Models of Set theory.
1
Inconsistency and workaday independence.
3
Sum of three bijections
1
Simple example of a sequence without computable modulus of convergence
3
A question about imaginary Turing machines.
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