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Search for: [Creator = "Sylvester, James Joseph \(1814–1897\)"]

Number of results: 354

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The Messenger of MathematicsNote on a nine schoolgirls problem

Sylvester, James Joseph (1814–1897)

1892-1893
Journal/Article

On arithmetical series

Sylvester, James Joseph (1814–1897)

1891-1892
Journal/Article

On arithmetical series

Sylvester, James Joseph (1814–1897)

1891-1892
Journal/Article

Note on Sylvester's Theormes on determinants in this volue

Sylvester, James Joseph (1814–1897)

1904
Book/Chapter

On a generalisation of the Lagrangian theorem of interpolation

Sylvester, James Joseph (1814–1897)

1904
Book/Chapter

On a fundamental rule in the algorithm of continued fractions

Sylvester, James Joseph (1814–1897)

1904
Book/Chapter

On the explicit values of Sturm's quotients

Sylvester, James Joseph (1814–1897)

1904
Book/Chapter

The algebraical theory of the secular inequality determinantive equation generalised

Sylvester, James Joseph (1814–1897)

1904
Book/Chapter

Note on the new rule of limits

Sylvester, James Joseph (1814–1897)

1904
Book/Chapter

On the new rule for finding superior and inferior limits to the real roots of any algebraical equation

Sylvester, James Joseph (1814–1897)

1904
Book/Chapter

Note on a remarkable modification of Sturm's theorem, and on a new rule for finding superior and inferior limits to the roots of an equation

Sylvester, James Joseph (1814–1897)

1904
Book/Chapter

On a remarkable modification of Sturm's theorem

Sylvester, James Joseph (1814–1897)

1904
Book/Chapter

A proof that all the invariants to a cubic ternary form are rational functions of Aronhold's invariants and of a cognate theorem for biquadratic binary forms

Sylvester, James Joseph (1814–1897)

1904
Book/Chapter

On Mr Cayley's impromptu demonstration of the rule for determining at sight the degree of any symmetrical function of the roots of an equation expressed in terms of the coefficients

Sylvester, James Joseph (1814–1897)

1904
Book/Chapter

On the conditions necessary and sufficient to be satisfied in order that a function of any number of variables may be linearly equivalent to a function of any less number of variables

Sylvester, James Joseph (1814–1897)

1904
Book/Chapter

On a theory of the syzygetic relation of two rational integral functions, comprising an application to the theory of Sturm's functions, and that of the gratest algebraical common measure

Sylvester, James Joseph (1814–1897)

1904
Book/Chapter

On rational derivation from equations of coexistence, that is to say, a new and extended theory of elimination, Part I.

Sylvester, James Joseph (1814–1897)

1904
Book/Chapter

Note to the foregoing

Sylvester, James Joseph (1814–1897)

1904
Book/Chapter

On an extension of Sir John Wilson's theorem to all numbers whatever

Sylvester, James Joseph (1814–1897)

1904
Book/Chapter

On definite double integration, supplementary to a former paper on the motion and rest of fluids

Sylvester, James Joseph (1814–1897)

1904
Book/Chapter

On the motion and rest of rigid bodies

Sylvester, James Joseph (1814–1897)

1904
Book/Chapter

On the motion and rest of fluids

Sylvester, James Joseph (1814–1897)

1904
Book/Chapter

Analytical development of Fresnel's optical theory of crystals

Sylvester, James Joseph (1814–1897)

1904
Book/Chapter

Nouvelle méthode pour trouver une limite supérieure et une limite inférieure des racines réelles d'une équation algébrique quelconque

Sylvester, James Joseph (1814–1897)

1904
Book/Chapter

Théorème sur les limites des racines réelles des équations algébriques

Sylvester, James Joseph (1814–1897)

1904
Book/Chapter

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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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