Michael

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Name Michael
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Apr
23
comment Intuitionistic logic as quantization of classical logic?
@katz: probably imo-official.org
Apr
6
comment Existence of unknowable algorithms ?
I assume the index $n$ of the $x$-variables is not the same as the input $n$? The diophantine equation is fixed?
Mar
18
comment Does there exist a function (however complex) which given an input in the form of any problem which can be solved in a rigorous and non-random way can return the solution to that problem.
Maybe you should write x^2-1=0 in the second line.
Dec
31
comment Groebner bases for power series rings (reference request)
Have you looked at Greuel, Pfister, A Singular Introduction to Commutative Algebra? I think it contains a few sections on power series.
Dec
24
comment A novice question on Quantum Mechanics
After reading the answers is it correct to say that there is no well defined operation which takes two states and outputs the superposition of them?
Dec
15
comment Smooth submanifolds defined by Subrings
just a small remark: subrings would rather correspond to quotient manifolds than to submanifolds.
Dec
13
comment If a formal power series over the complex numbers satisfies a polynomial identity, does it imply that the power series has a radius of convergence?
maybe related: mathoverflow.net/questions/72677
Nov
28
awarded  Notable Question
Nov
27
comment Does Physics need non-analytic smooth functions?
Thanks. In thE notes you link there is an explanation of well posedness but not of the statement that elliptic problems are not well posed, or did I oversee that?
Nov
27
comment Does Physics need non-analytic smooth functions?
Could you add references for these results of Petrowski and Hadamard? Nice answer btw.
Nov
27
comment Does Physics need non-analytic smooth functions?
Or is this a special case of what Liviu posted?
Nov
27
comment Does Physics need non-analytic smooth functions?
Dear Deane, could you expand or add a reference please?