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%I #12 Apr 20 2015 13:30:22
%S 1,3,65,943,62689,1128197,42790845,842157399,136312116961,
%T 2817640708457,118490151386655,2526390089218393,217977129447815405,
%U 4748017126294329161,208584441836961908949,4614991020517094410279,1644116252728526666074977,36812969231234813601419473,1656740336870818323274233515,37445969415289365495538129125,3398982473269915594232889691503,77410530113072758320538102052283,3537571318060518004220386126288923
%N Numerators of coefficients R_n arising in a study of the stationary Maxwell-Born-Infeld field equations of electromagnetism.
%H Michael K.-H. Kiessling, <a href="http://arxiv.org/abs/1101.3505">Convergent perturbative power series solution of the stationary Maxwell--Born--Infeld field equations with regular sources</a>, arXiv:1101.3505v1 [math-ph], J. Math. Phys., 52 022902 (2011).
%e 1, 3/2, 65/8, 943/16, 62689/128, 1128197/256, 42790845/1024, 842157399/2048, ...
%Y Cf. A046161 (denominators), A188718.
%K nonn,frac
%O 0,2
%A _N. J. A. Sloane_, Apr 15 2011
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