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Ph. E. B. Jourdain - MaRDI portal

Ph. E. B. Jourdain

From MaRDI portal
Person:1461573

Available identifiers

zbMath Open jourdain.philip-e-bWikidataQ1389946 ScholiaQ1389946MaRDI QIDQ1461573

List of research outcomes

PublicationDate of PublicationType
https://portal.mardi4nfdi.de/entity/Q52888281994-06-06Paper
A proof that every aggregate can be well-ordered.1922-01-01Paper
A proof that any aggregate can be well-ordered.1919-01-01Paper
Démonstration du théorème d'après lequel tout ensemble peut être bien ordonné.1918-01-01Paper
The \textit{Mittag-Leffler} institute.1918-01-01Paper
The philosophy of Mr. \textit{Bertrand Russell}, with an appendix of leading passages from certain other works.1918-01-01Paper
A proof that any aggregate can be well-ordered.1918-01-01Paper
Problems of arrangement of an infinite class.1918-01-01Paper
The influence of \textit{Fourier's} theory of the conduction of heat on the development of pure mathematics.1917-01-01Paper
The organisation of scientific literature.1917-01-01Paper
The function of symbolism in mathematical logic.1917-01-01Paper
\textit{Mach}'s mechanics.1916-01-01Paper
Mathematics.1916-01-01Paper
\textit{Newton}'s hypothese of ether and of gravitation from 1672 to 1679, 1679 to 1693, 1693 to 1726.1915-01-01Paper
The purely ordinal conceptions of mathematics and their significance for mathematical physics.1915-01-01Paper
The flying arrow: an anachronism.1915-01-01Paper
The origin of \textit{Cauchy}'s conceptions of a definite integral and of the continuity of a function.1914-01-01Paper
\textit{Sir George Darwin}: a biographical Sketch.1913-01-01Paper
Note on \textit{Fourier}'s influence on the conceptions of mathematics.1913-01-01Paper
The ideas of the ``Fonctions analytiques in \textit{Lagrange}'s early work.1913-01-01Paper
The development of the theory of transfinite numbers. (Part. III, continued from 16, 43.).1913-01-01Paper
The nature and validity of the principle of least action.1913-01-01Paper
\textit{Robert Hooke} as a precursor of \textit{Newton}.1913-01-01Paper
An accident that led to a notable discovery.1913-01-01Paper
Tales with philosophical morals.1913-01-01Paper
The nature of mathematics.1913-01-01Paper
A correction and some remarks.1913-01-01Paper
The development of the theories of mathematical logic and the principle of mathematics.1913-01-01Paper
On isoid relations and theories of irrational number.1913-01-01Paper
The values that certain analytic functions can take.1913-01-01Paper
The principle of least action.1913-01-01Paper
Note on Sir \textit{George Darwin}.1913-01-01Paper
The principle of least action.1913-01-01Paper
\textit{Henri Poincaré}: Obituary.1912-01-01Paper
\textit{Maupertuis} and the principle of least action.1912-01-01Paper
\textit{Mr. Bertrand Russell's} first work on the Principles of Mathematics.1912-01-01Paper
Nominalism in Mathematics.1912-01-01Paper
The development of the theories of mathematical logic and the principles of mathematics.1912-01-01Paper
Logic, M. \textit{Bergson} and Mr. \textit{H. G. Wells}.1912-01-01Paper
The principle of least action.1912-01-01Paper
The philosophy of Mr. \textit{B*rtr*and R*ss*ll}. With appendixes of leading passages from certain other works.1911-01-01Paper
Some modern advances in logic.1911-01-01Paper
The development of theories of mathematical logic and the principles of mathematics.1910-01-01Paper
The development of the theory of transfinite numbers. Part 3. From 1870 to 1882.1910-01-01Paper
A mathematical paradox.1910-01-01Paper
Tran finite numbers and the principles of mathematics.1910-01-01Paper
A theorem in the general theory of ordered aggregates.1910-01-01Paper
The development of the theory of transfinite numbers. Part 2. \textit{Weierstraß} (1840-1880).1909-01-01Paper
Note on an analogue of \textit{Gauß}' principle of least constraint.1908-01-01Paper
On some points in the foundation of mathematical physics.1908-01-01Paper
The multiplication of Alephs.1908-01-01Paper
The study of mathematics.1908-01-01Paper
The introduction of irrational numbers.1908-01-01Paper
On those principles of mechanics which depend upon processes of variation.1908-01-01Paper
On those principles of mechanics which depend upon processes of variation.1908-01-01Paper
On infinite sums and products of cardinal numbers.1907-01-01Paper
Addition to papers on the equations of mechanics.1907-01-01Paper
On the comparsion of aggregates.1906-01-01Paper
The development of the theory of transfinite numbers.1906-01-01Paper
The multiplication of an infinity of ordinal types.1906-01-01Paper
On sets of intervals in a simply ordered series.1906-01-01Paper
De infinito in mathematica.1906-01-01Paper
On the question of the existence of transfinite numbers.1906-01-01Paper
The derivation of equations in generalised coordinates from the principle of least action and allied principles.1906-01-01Paper
On two differential equations in \textit{Lagrange}'s ``Mécanique analytique.1905-01-01Paper
The theory of functions with \textit{Cauchy} and \textit{Gauß}.1905-01-01Paper
On a proof, that every aggregate can be well-ordered.1905-01-01Paper
The definition of a series similarly ordered to the series of all ordinal numbers.1905-01-01Paper
On transfinite cardinal numbers of the exponential form.1905-01-01Paper
On the general theory of functions.1905-01-01Paper
On the transfinite cardinal numbers of well-ordered aggregates.1904-01-01Paper
On the transfinite cardinal numbers of number-classes in general.1904-01-01Paper
Alternative forms of the equations of mechanics.1904-01-01Paper
On the general equations of mechanics.1904-01-01Paper
On functions, all of whose singularities are non-essential.1903-01-01Paper
A general theorem on the transfinite cardinal numbers of aggregates of functions.1903-01-01Paper
The cardinal number of the aggregate of integrable functions.1903-01-01Paper
On \textit{Gauss'} principle of least constraint and the equations of mechanics.1903-01-01Paper
On unique, non-repeating, integer-functions.1901-01-01Paper
The origin of the doctrine of compensation of errors in the infinitesimal calculus.1898-01-01Paper

Research outcomes over time


Doctoral students

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