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Search for: [Title = A demonstration of the theorem that every homogeneous quadratic polynomial is reducible by real orthogonal substitutions to the form of a sum of positive and negative squares] OR [Creator = Sylvester, James Joseph \(1814–1897\)]

Number of results: 353

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Letter on Professor Galbraith's construction for the range of projectiles

Sylvester, James Joseph (1814–1897)

1908
Book/Chapter

Note on an intuitive proof of the existence of twenty-seven conics of closest contact with a curve of the third degree

Sylvester, James Joseph (1814–1897)

1908
Book/Chapter

A trifle on projectiles

Sylvester, James Joseph (1814–1897)

1908
Book/Chapter

On differential transformation and the reversion of serieses

Sylvester, James Joseph (1814–1897)

1908
Book/Chapter

Note on Burman's law for the inversion of the independent variable

Sylvester, James Joseph (1814–1897)

1908
Book/Chapter

On some new theorems in arithmetic

Sylvester, James Joseph (1814–1897)

1908
Book/Chapter

Note on a formula by aid of which and of a table of single entry the continued product of any set of numbers [...]

Sylvester, James Joseph (1814–1897)

1908
Book/Chapter

Note on the "enumeration of the contacts of lines and surfaces of the second order"

Sylvester, James Joseph (1814–1897)

1908
Book/Chapter

Note on a point of notation

Sylvester, James Joseph (1814–1897)

1908
Book/Chapter

Théorème sur les déterminants

Sylvester, James Joseph (1814–1897)

1908
Book/Chapter

On the calculus of forms, otherwise the theory of invariants

Sylvester, James Joseph (1814–1897)

1908
Book/Chapter

On the Incorrect Description of Kant's Doctrine of Space and Time

Sylvester, James Joseph (1814–1897)

1908
Book/Chapter

Appendix. Additional Notes to Professor Sylvester's Exeter British Association Address

Sylvester, James Joseph (1814–1897)

1908
Book/Chapter

On the theorem that an Arithmetical Progession which contains more than one, contains an infinite number of prime numbers

Sylvester, James Joseph (1814–1897)

1908
Book/Chapter

On the Partition of an even number into two primes

Sylvester, James Joseph (1814–1897)

1908
Book/Chapter

On an elementary proof of Sir Isaac Newton's hitherto undemonstrated rule given in the Arithmetica Universalis, for the discovery of imaginary roots in algebraical equations

Sylvester, James Joseph (1814–1897)

1908
Book/Chapter

Note on the theory of a point in Partitions

Sylvester, James Joseph (1814–1897)

1908
Book/Chapter

On two remarkable Resultants arising out of the theory of rectifiable compound logarithmic waves

Sylvester, James Joseph (1814–1897)

1908
Book/Chapter

Note on a new continued fraction applicable to the quadrature of the circle

Sylvester, James Joseph (1814–1897)

1908
Book/Chapter

The story of an equation in differences of the second order

Sylvester, James Joseph (1814–1897)

1908
Book/Chapter

Outline trace of the theory of reducible Cyclodes, that is a particular family of successive involutes to a circle whose determination depends on [...]

Sylvester, James Joseph (1814–1897)

1908
Book/Chapter

On the successive involutes to a circle

Sylvester, James Joseph (1814–1897)

1908
Book/Chapter

On Professor Christina Wiener's Stereoscopic representation of the cubic eikosiheptagram

Sylvester, James Joseph (1814–1897)

1908
Book/Chapter

Address to the Mathematical and Physical Section of the British Association

Sylvester, James Joseph (1814–1897)

1908
Book/Chapter

On successive involutes to a circle. Second note

Sylvester, James Joseph (1814–1897)

1908
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.





Partners funds

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

Partnership:

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