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# scipy.special.sph_legendre_p_all

scipy.special.sph_legendre_p_all(n, m, theta, *, diff_n=0) = <scipy.special._multiufuncs.MultiUFunc object>

  All spherical Legendre polynomials of the first kind up to the specified degree `n`, order `m`, and all derivatives up to order `diff_n`.

  Output shape is `(diff_n + 1, n + 1, 2 * m + 1, ...)`. The entry at `(i, j, k)` corresponds to the `i`-th derivative, degree `j`, and order `k` for all `0 <= i <= diff_n`, `0 <= j <= n`, and `-m <= k <= m`.

  See also

  `sph_legendre_p`