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seen May 31 at 5:40

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awarded  Notable Question
May
27
comment Dense Cantor set approximation
I meant $0.02020202...$ of course.
May
27
comment Dense Cantor set approximation
Could you elaborate on your reasoning for $0.02020202$ not being in $L_k$ by definition of $L_k$ then?
May
26
comment Dense Cantor set approximation
If I understand what you are saying then this is because we cannot perform a finite amount of translations in order to obtain an infinitely long number? Then I guess my limit definition is not equal to the natural number definition.
May
26
revised Dense Cantor set approximation
edited body
May
26
asked Dense Cantor set approximation
Apr
23
revised Understanding Regularization parameters in Machine Learning/Statistics
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Apr
23
accepted General solution to curve passing through a quadratic function
Apr
13
accepted Checking a solution of a PDE
Apr
13
comment Checking a solution of a PDE
Did you look at my question at the bottom? I tried to make this more clear by making the question bold. I think this question is no more than a partial derivative question...
Apr
13
revised Checking a solution of a PDE
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Apr
13
asked Checking a solution of a PDE
Apr
13
comment Solving a partial ODE
What can I do then?
Apr
13
asked Solving a partial ODE
Apr
13
asked General solution to curve passing through a quadratic function
Apr
1
awarded  Popular Question
Mar
18
awarded  Popular Question
Mar
18
asked Understanding Regularization parameters in Machine Learning/Statistics