...to the second. Another line of investigation relates to the work of Poincaré, Borel, Fadé, et al., on divergent series. It is, indeed, a strange vicissitude...functions, beginning with Weierstrass, Laguerre, and Poincaré. Algebraic Functions and their Integrals A branch of the theory of functions has been developed...

...to the second. Another line of investigation relates to the work of Poincare', Borel, Pade', et al., on divergent series. It is, indeed, a strange vicissitude...mathematics should at its close be knocking at the door for rcadmission. Let us finally note an important series of memoirs on integral transcendental functions,...

...1882-1889), Vol. 3, p. 249. 1937. It is a strange vicissitude of our science that these [divergent] series which early in the century were supposed to...its close be knocking at the door for readmission. — PIERPONT, J. Congress of Arts and Sciences (Boston and New York, 1905), Vol. 1, p. 476. 1938. Zeno...

...249. 1937. It is a strange vicissitude of our science that these [divergent] series which early hi the century were supposed to be banished once and...its close be knocking at the door for readmission. — PIERPONT, J. Congress of Arts and Sciences (Boston arid New York, 1905), Vol. 1, p. 476. 1938....

...conditions under which divergent series may be legitimately employed. As Professor Pierpont has remarked: "It is, indeed, a strange vicissitude of our science...its close be knocking at the door for readmission." The development of the theory of divergent series has followed two principal directions, resulting...

...conditions under which divergent series may be legitimately employed. As Professor Pierpont has remarked: "It is, indeed, a strange vicissitude of our science...its close be knocking at the door for readmission." The development of the theory of divergent series has followed two principal directions, resulting...

...indeed a strange vicissitude of our science that those series which early in the century were supptised to be banished once and for all from rigorous mathematics...its close, be knocking at the door for readmission. JAMES PIERPONT The series is divergent; therefore we may be able to do something with it. OLIVER HEAVISIDE...

...yet obtained relating to the second. Another line of investigation relates to the work of Poincare, Borel, Stieltjes, and others on divergent series....beginning with Weierstrass, Laguerre, and Poincare. Algebraic Functions and Their Integrals. A branch of the theory of functions has been deveJoped to...