J. Brauchart

activity

20072026

most citedThe support of the limit distribution of optimal Riesz energy points on sets of revolution in

R^{3}

6 citations · 6 across the 4 of their papers we have counts for

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math-ph2021

Complete minimal logarithmic energy asymptotics for points in a compact interval: a consequence of the discriminant of Jacobi polynomials

Johann S. Brauchart

The electrostatic interpretation of zeros of Jacobi polynomials, due to Stieltjes and Schur, enables us to obtain the complete asymptotic expansion as $n \to \infty$ of the minimal…

math-ph2017

Logarithmic and Riesz Equilibrium for Multiple Sources on the Sphere --- the Exceptional Case

Johann S. Brauchart, Peter D. Dragnev, Edward B. Saff +1

We consider the minimal discrete and continuous energy problems on the unit sphere $S^{d}$ in the Euclidean space $R^{d + 1}$ in the presence of an external field due…

math-ph2007★ 6 cited

The support of the limit distribution of optimal Riesz energy points on sets of revolution in $R^{3}$

J. S. Brauchart, D. P. Hardin, E. B. Saff

Let A be a compact set in the right-half plane and $Γ (A)$ the set in $R^{3}$ obtained by rotating A about the vertical axis. We investigate the support of the limit distri…

Complete minimal logarithmic energy asymptotics for points in a compact interval: a consequence of the discriminant of Jacobi polynomials

Logarithmic and Riesz Equilibrium for Multiple Sources on the Sphere --- the Exceptional Case

The support of the limit distribution of optimal Riesz energy points on sets of revolution in R3

The support of the limit distribution of optimal Riesz energy points on sets of revolution in $R^{3}$