Pamphlets. Mathematics. [1893-1904]

1. A determination of the number of real & imaginary roots of the hypergeometric series.--2. On an extension of the 1894 memoir of Stieltjes.--3. On certain differential equations of the second order allied to Hermite's equation.--4. On linear criteria for the determination of the radius of convergence of a power series.--5. On the convergence & character of the continued fraction.--6. On the convergence of algebraic continued fractions whose coefficients have limiting values.--7. On the convergence of continued fractions with complex elements.--8. On the convergence of the continued fraction of Gauss & other continued fractions.--9. On the determination of a series of Sturm's functions ... --10. On the polynomials of Stieltjes.--11. On the roots of Bessel- and P-functions.--12. A sufficient condition for the maximum number of imaginary roots of an equation of the N-TH degree.--13. Zur Kettenbruchentwickelung Lamé'scher und ähnlicher Integrale.Mode of access: Internet.Binder's title