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RCIN and OZwRCIN projects

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Number of results: 1 456

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Propagation of Motion in Elastic Medium-Discrete Molecules. (1839)

Hamilton, William Rowan (1805–1865)

1940
Book/Chapter

Researches respecting Vibration connected with the Theory of Light. (1839)

Hamilton, William Rowan (1805–1865)

1940
Book/Chapter

On the Propagation of Light in vacuo. (1838)

Hamilton, William Rowan (1805–1865)

1940
Book/Chapter

On the equation for the product of the differences of all but one of the roots of a given equation

Cayley, Arthur (1821–1895)

1891
Book/Chapter

Addition to the memoir on an extension of Arbogast's method of derivation

Cayley, Arthur (1821–1895)

1891
Book/Chapter

On an extension of Arbogast's method of derivations

Cayley, Arthur (1821–1895)

1891
Book/Chapter

Demonstration of a theorem in finite differences

Cayley, Arthur (1821–1895)

1891
Book/Chapter

Démonstration d'un théorème de Jacobi par rapport au problème de Pfaff

Cayley, Arthur (1821–1895)

1891
Book/Chapter

Sur l'invariant le plus simple d'une fonction quadratique bi-ternaire, et sur le résultant de trois fonctions quadratiques ternaires

Cayley, Arthur (1821–1895)

1891
Book/Chapter

On the double tangents of a plane curve of the fourth order

Cayley, Arthur (1821–1895)

1891
Book/Chapter

A seventh memoir on quantics

Cayley, Arthur (1821–1895)

1891
Book/Chapter

On a new auxiliary equation in the theory of equations of the fifth order

Cayley, Arthur (1821–1895)

1891
Book/Chapter

On the Porism of the in-and-circumscribed polygon

Cayley, Arthur (1821–1895)

1891
Book/Chapter

Editors' Appendix

Hamilton, William Rowan (1805–1865)

1931
Book/Chapter

On the improvement of the double achromatic object glass. (1844)

Hamilton, William Rowan (1805–1865)

1931
Book/Chapter

Two Letters to Professor Phillips on the construction of object glasses. (1843-4)

Hamilton, William Rowan (1805–1865)

1931
Book/Chapter

The aberrations of an optical instrument of revolution. (1833 ?)

Hamilton, William Rowan (1805–1865)

1931
Book/Chapter

The auxiliary function T for two thin lenses close together in vacuo, and for a single thin lens in vacuo. (1833)

Hamilton, William Rowan (1805–1865)

1931
Book/Chapter

The auxiliary function T for a telescope, when the axis for eyepiece is not coincident with, but parallel to, that of object glass. (1833)

Hamilton, William Rowan (1805–1865)

1931
Book/Chapter

Optical Investigations. (1831)

Hamilton, William Rowan (1805–1865)

1931
Book/Chapter

On Caustics. Part First. (1824)

Hamilton, William Rowan (1805–1865)

1931
Book/Chapter

On a mode of deducing the Equation of Fresnel's Wave. (1841)

Hamilton, William Rowan (1805–1865)

1931
Book/Chapter

On the Focal Lengths and Aberrations of a thin Lens of Uniaxal Crystal, bounded by Surfaces which are of Revolution about its axis. (1841)

Hamilton, William Rowan (1805–1865)

1931
Book/Chapter

Remarques de M. Hamilton, directeur de l'observatoire de Dublin, sur un mémoire de M. Plana inséré dans le tome VII de la Correspondance Math. (extrait d'une lettre). (1833)

Hamilton, William Rowan (1805–1865)

1931
Book/Chapter

On a general Method of expressing the Paths of Light, and of the Planets, by the Coefficients of a Characteristic Function. (1833)

Hamilton, William Rowan (1805–1865)

1931
Book/Chapter

Contact

Address

Institute of Mathematics Polish Academy of Science
ul. Śniadeckich 8
00-656 Warszawa, Poland

Financing:

Project I

Project "Digital Repository of Scientific Institutes" [RCIN] co-financed by Programme Innovative Economy, 2010-2014, Priority Axis 2. R&D infrastructure ; European Union. European Regional Development Fund.




Project II

Project "Open Resources in the Digital Repository of Scientific Institutes" [OZwRCIN] co-financed by Operational Program Digital Poland, 2014-2020, Measure 2.3: Digital accessibility and usefulness of public sector information; funds from the European Regional Development Fund and national co-financing from the state budget.





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Works related to making new facilities available in the RCIN service are also co-financed by the Partners.

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