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  • 39 votes cast
Jan
5
asked Is there a variable transformation to this PDE for linearization?
Dec
31
comment Least positive eigenvalue of the BVP $y''-\lambda y'+\frac{2\lambda-1}{x}y=0$, $y(0) = y(1/2) = 0$
I made this question on my own while I am reading Appell's manuscripts on orthogonal polynomials.
Dec
31
accepted Least positive eigenvalue of the BVP $y''-\lambda y'+\frac{2\lambda-1}{x}y=0$, $y(0) = y(1/2) = 0$
Dec
31
comment Least positive eigenvalue of the BVP $y''-\lambda y'+\frac{2\lambda-1}{x}y=0$, $y(0) = y(1/2) = 0$
Could you clarify why we choose $f(\lambda) = w(\lambda/2)$?
Dec
31
asked Least positive eigenvalue of the BVP $y''-\lambda y'+\frac{2\lambda-1}{x}y=0$, $y(0) = y(1/2) = 0$
Oct
30
awarded  Popular Question
Oct
7
awarded  Popular Question
Aug
6
awarded  Popular Question
May
22
awarded  Yearling
Apr
21
accepted Weakly convergent in different spaces
Apr
9
revised Show this scalar conservation law has a unique smooth solution.
edited body
Apr
9
revised Show this scalar conservation law has a unique smooth solution.
added 5 characters in body
Apr
9
revised Show this scalar conservation law has a unique smooth solution.
added 5 characters in body
Apr
9
asked Show this scalar conservation law has a unique smooth solution.
Apr
8
revised Weakly convergent in different spaces
added 28 characters in body
Apr
8
revised Weakly convergent in different spaces
added 161 characters in body
Apr
8
revised Weakly convergent in different spaces
added 9 characters in body
Apr
8
comment Weakly convergent in different spaces
Would you like to provide the details? This idea sounds abstract to me.
Apr
8
revised Weakly convergent in different spaces
deleted 103 characters in body
Apr
8
revised Weakly convergent in different spaces
added 809 characters in body