parameters: (X, s: float)
return_statement: return 1.0 / s * eye_minus_inv(X / s)
docstring: r"""The resolvent of a positive matrix, :math:`(sI - X)^{-1}`.
  
      For an elementwise positive matrix :math:`X` and a positive scalar
      :math:`s`, this atom computes
  
      .. math::
  
          (sI - X)^{-1},
  
      and it enforces the constraint that the spectral radius of :math:`X/s`
      is at most :math:`1`.
  
      This atom is log-log convex.
  
      Parameters
      ----------
      X : cvxpy.Expression
          A positive square matrix.
      s : cvxpy.Expression or numeric
          A positive scalar.
docstring_summary: r"""The resolvent of a positive matrix, :math:`(sI - X)^{-1}`.
docstring_tokens: r The resolvent of a positive matrix : math : ( sI - X ) ^ { - 1 } .
function: def resolvent(X, s: float):
      r"""The resolvent of a positive matrix, :math:`(sI - X)^{-1}`.
  
      For an elementwise positive matrix :math:`X` and a positive scalar
      :math:`s`, this atom computes
  
      .. math::
  
          (sI - X)^{-1},
  
      and it enforces the constraint that the spectral radius of :math:`X/s`
      is at most :math:`1`.
  
      This atom is log-log convex.
  
      Parameters
      ----------
      X : cvxpy.Expression
          A positive square matrix.
      s : cvxpy.Expression or numeric
          A positive scalar.
      """
      return 1.0 / s * eye_minus_inv(X / s)
function_tokens: def resolvent ( X , s : float ) : return 1.0 / s * eye_minus_inv ( X / s )