Edmund Taylor Whittaker

  title={Edmund Taylor Whittaker},
  author={W. H. Mccrea},
  journal={Journal of The London Mathematical Society-second Series},
  • W. Mccrea
  • Published 1 April 1957
  • Mathematics
  • Journal of The London Mathematical Society-second Series
Computation and Applications of Mathieu Functions: A Historical Perspective
This paper surveys and recapitulates the historical development of the theory and methods of computation for Mathieu functions and modified Mathieu function and identifies some gaps in current software capability, particularly to do with double eigenvalues of the Mathieu equation.
‘A man who has infinite capacity for making things go’: Sir Edmund Taylor Whittaker (1873–1956)
Among the leading mathematicians of the nineteenth and twentieth centuries was British mathematician and astronomer, Sir Edmund Taylor Whittaker. Born in Southport, in the north of England, Whittaker
Whittaker’s analytical dynamics: a biography
Originally published in 1904, Whittaker’s A Treatise on the Analytical Dynamics of Particles and Rigid Bodies soon became a classic of the subject and has remained in print for most of these 108
A lost chapter in the pre-history of algebraic analysis: Whittaker on contact transformations
In the early 1930s W. O. Kermack and W. H. McCrea published three papers in which they attempted to prove a result of E. T. Whittaker on the solution of differential equations. In modern parlance,
England and Probability in the Inter-War Years
England and statistical theory in the inter-war period is a subject that abounds with material but England and probability theory may seem empty. This may seem a paradoxical situation. This paper
Hertzian electromagnetic potentials
  • W. Mccrea
  • Geology
    Proceedings of the Royal Society of London. Series A. Mathematical and Physical Sciences
  • 1957
The general properties of the Hertzian electromagnetic potentials and their gauge transformations, recently given by Nisbet, are re-derived in tensor form appropriate to the space-time of special


On the Connexion of Algebraic Functions with Automorphic Functions
It is well known that if f ( u, z ) = 0 . . . . . . . . . (1) is the equation of an algebraic curve of genus ( genre, Geschlecht ) zero, then u and z can be expressed as rational functions of a
Whitehead's Collected Essays
IT was a happy idea to collect in one volume the occasional writings which Whitehead has produced from time to time in magazines and such-like places. How far the present assembly is complete is not
On the Latent Roots of Compound Determinants and Brill's Determinants
are X, and A,, then the roots of if the latent roots of c d are Aj and A,. Spottiswoode had also shown f a?+bc ab + bd ac + cd bc + dr in 1851 that the latent roots of the reciprocal of a determinant
Eddington on the Nature of the World
THE lectures endowed by Lord Gifford in 1887 for “promoting and diffusing the study of Natural Theology, in the widest sense of the term—in other words, the knowledge of God”—were delivered in 1927
The Methodology of Pierre Duhem
Walter William Rouse Ball
Not only students of the history of mathematics but mathematical readers in general are familiar with the writings of WALTER WILLIAM ROUSE BALL. Among Englishmen he ranks as a pioneer author on the
The Hamiltonian Revival
One of the most agreeable fruits of the renaissance which has followed the achievement of national independence in Ireland has been the decision to make accessible, in a form worthy of their