23 citations · 65 across the 11 of their papers we have counts for
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math-ph2013
Comment on `Comment on `Some novel delta-function identities' by Charles P Frahm (Am. J. Phys 51 826--9 (1983))' by J. Franklin (Am. J. Phys 78 1225--26 (2010))
Yunyun Yang, Ricardo Estrada
We prove the formula for the second order "thick" distributional derivative of 1/r in 3 dimensional Euclidean space. This formula generalizes the well known Frahm formulas for the…
math.CV2013★ 1 cited
On Borel summability and analytic functionals
Ricardo Estrada, Jasson Vindas
We show that a formal power series has positive radius of convergence if and only if it is uniformly Borel summable over a circle with center at the origin. Consequently, we obtain…
math.CV2013
On distributional point values and boundary values of analytic functions
Ricardo Estrada, Jasson Vindas
We give the following version of Fatou's theorem for distributions that are boundary values of analytic functions. We prove that if is the distribu…