Nonlinear sequence transformations for the acceleration of convergence and the summation of divergent series EJ Weniger Computer Physics Reports 10 (5-6), 189-371, 1989 | 444 | 1989 |

The Fourier transforms of some exponential‐type basis functions and their relevance to multicenter problems EJ Weniger, EO Steinborn The Journal of Chemical Physics 78 (10), 6121-6132, 1983 | 172 | 1983 |

Weakly convergent expansions of a plane wave and their use in Fourier integrals EJ Weniger Journal of mathematical physics 26 (2), 276-291, 1985 | 153 | 1985 |

Construction of the strong coupling expansion for the ground state energy of the quartic, sextic, and octic anharmonic oscillator via a renormalized strong coupling expansion EJ Weniger Physical review letters 77 (14), 2859, 1996 | 131 | 1996 |

A convergent renormalized strong coupling perturbation expansion for the ground state energy of the quartic, sextic, and octic anharmonic oscillator EJ Weniger Annals of Physics 246 (1), 133-165, 1996 | 121 | 1996 |

Programs for the coupling of spherical harmonics EJ Weniger, EO Steinborn Computer Physics Communications 25 (2), 149-157, 1982 | 119 | 1982 |

Numerical properties of the convolution theorems of B functions EJ Weniger, EO Steinborn Physical Review A 28 (4), 2026, 1983 | 117 | 1983 |

Unified analytical treatment of overlap, two-center nuclear attraction, and Coulomb integrals of B functions via the Fourier-transform method EJ Weniger, J Grotendorst, EO Steinborn Physical Review A 33 (6), 3688, 1986 | 111 | 1986 |

The summation of the ordinary and renormalized perturbation series for the ground state energy of the quartic, sextic, and octic anharmonic oscillators using nonlinear sequence … EJ Weniger, J Čížek, F Vinette Journal of mathematical physics 34 (2), 571-609, 1993 | 109 | 1993 |

Efficient evaluation of infinite-series representations for overlap, two-center nuclear attraction, and Coulomb integrals using nonlinear convergence accelerators J Grotendorst, EJ Weniger, EO Steinborn Physical Review A 33 (6), 3706, 1986 | 75 | 1986 |

Numerical evidence that the perturbation expansion for a non-Hermitian -symmetric Hamiltonian is Stieltjes CM Bender, EJ Weniger Journal of Mathematical Physics 42 (5), 2167-2183, 2001 | 72 | 2001 |

Convergence acceleration via combined nonlinear-condensation transformations UD Jentschura, PJ Mohr, G Soff, EJ Weniger Computer physics communications 116 (1), 28-54, 1999 | 66 | 1999 |

Very accurate summation for the infinite coupling limit of the perturbation series expansions of anharmonic oscillators EJ Weniger, J Čížek, F Vinette Physics Letters A 156 (3-4), 169-174, 1991 | 57 | 1991 |

Addition theorems for *B* functions and other exponentially declining functionsEJ Weniger, EO Steinborn Journal of mathematical physics 30 (4), 774-784, 1989 | 56 | 1989 |

On the derivation of iterated sequence transformations for the acceleration of convergence and the summation of divergent series EJ Weniger Computer physics communications 64 (1), 19-45, 1991 | 52 | 1991 |

Rational approximations for the modified Bessel function of the second kind EJ Weniger, J Cížek Computer physics communications 59 (3), 471-493, 1990 | 51 | 1990 |

Mathematical properties of a new Levin-type sequence transformation introduced by Čı́žek, Zamastil, and Skála. I. Algebraic theory EJ Weniger Journal of mathematical physics 45 (3), 1209-1246, 2004 | 48 | 2004 |

Resummation of QED perturbation series by sequence transformations and the prediction of perturbative coefficients UD Jentschura, J Becher, EJ Weniger, G Soff Physical review letters 85 (12), 2446, 2000 | 47 | 2000 |

Advantages of reduced bessel functions as atomic orbitals. An application to H+ 2 EO Steinborn, EJ Weniger International Journal of Quantum Chemistry 12 (S11), 509-516, 1977 | 43 | 1977 |

Prediction properties of Aitken's iterated Δ2 process, of Wynn's epsilon algorithm, and of Brezinski's iterated theta algorithm EJ Weniger Journal of Computational and Applied Mathematics 122 (1-2), 329-356, 2000 | 42 | 2000 |