The sum of like powers of a series of numbers forming an arithmetical progression and the Bernoulli numbers / I.J. SchwattIsaac J. Schwatt · First published 1932Open the Tome
Introduction to the Operations with SeriesIsaac J. (Isaac Joachim) 18 Schwatt · First published 1924 · Latest edition 2021Open the Tome
Geometrical Treatment of Curves Which Are Isogonal Conjugate to a Straight Line with Respect to a TriangleIsaac Joachim Schwatt · First published 1895Open the Tome
Elements of the theory of functions of a complex variableHeinrich Durège, George Egbert Fisher, Isaac Joachim Schwatt, Ludwig Maurer · First published 1864Open the Tome
The sum of the powers of a series of numbers forming an arithmetical progression and the Bernoulli numbersIsaac Joachim Schwatt · First published 1932Open the Tome
Methods for the summation of certain families of seriesIsaac Joachim Schwatt · First published 1930Open the Tome
Expressions for the Euler numbers obtained by expanding sec x by means of Maclaurins TheoremIsaac Joachim Schwatt · First published 1929Open the Tome
Expressons for the Euler numbers obtained by expanding see x by means of Maclaurins TheoremIsaac J. Schwatt · First published 1929Open the Tome
The summation of a general type of Fourier's SeriesIsaac Joachim Schwatt · First published 1928Open the Tome
Certain expansion involving the Bernoulli numbersIsaac Joachim Schwatt · First published 1900Open the Tome
