2 citations · 2 across the 3 of their papers we have counts for
3 papers
math.CA2015★ 2 cited
Modified logarithmic potential theory and applications
T. Bloom, N. Levenberg, V. Totik +1
We develop potential theory including a Bernstein-Walsh type estimate for functions of the form where are polynomials and is holomorphic. Such functions ari…
math.PR2014
Logarithmic potential theory and large deviation
T. Bloom, N. Levenberg, F. Wielonsky
We derive a general large deviation principle for a canonical sequence of probability measures, having its origins in random matrix theory, on unbounded sets of with…
math.CA2011
On sequences of rational interpolants of the exponential function with unbounded interpolation points
T. Claeys, F. Wielonsky
We consider sequences of rational interpolants of degree to the exponential function associated to a triangular scheme of complex points $\{z_{j}^{(2n)}\}_{j=0}^…