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I. A short account of negativo-affirmative arithmetick, by Mr. John Colson, F. R. S
I. A short account of negativo-affirmative arithmetick, by Mr. John Colson, F. R. S
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I. A short account of negativo-affirmative arithmetick, by Mr. John Colson, F. R. S

Colson, John

Philosophical transactions (Royal Society (Great Britain) : 1683), 1727-12, Vol.34 (396), p.161-173

London: The Royal Society

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2
Being an account of his method of finding all the Prime numbers, by the Rev. Samuel Horsley, F. R. S
Being an account of his method of finding all the Prime numbers, by the Rev. Samuel Horsley, F. R. S
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Being an account of his method of finding all the Prime numbers, by the Rev. Samuel Horsley, F. R. S

Horsley, Samuel

Philosophical transactions (Royal Society (Great Britain) : 1683), 1772-12, Vol.62, p.327-347

London: The Royal Society

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3
V. On the independence of the analytical and geometrical methods of investigation; and on the advantages to be derived from their separation
V. On the independence of the analytical and geometrical methods of investigation; and on the advantages to be derived from their separation
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V. On the independence of the analytical and geometrical methods of investigation; and on the advantages to be derived from their separation

Woodhouse, Robert

Philosophical transactions of the Royal Society of London, 1802-12, Vol.92, p.85-125

London: The Royal Society

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4
XVI. New method of computing logarithms
XVI. New method of computing logarithms
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XVI. New method of computing logarithms

Manning, Thomas ; surName, givenName

Philosophical transactions of the Royal Society of London, 1806-12, Vol.96, p.327-341

London: The Royal Society

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5
II. On the attractions of an extensive class of spheroids
II. On the attractions of an extensive class of spheroids
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II. On the attractions of an extensive class of spheroids

Ivory, James

Philosophical transactions of the Royal Society of London, 1812-12, Vol.102, p.46-82

London: The Royal Society

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I. On the grounds of the method which laplace has given in the second chapter of the third book of his mémcanique céleste for computing the attractions of spheroids of every description
I. On the grounds of the method which laplace has given in the second chapter of the third book of his mémcanique céleste for computing the attractions of spheroids of every description
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I. On the grounds of the method which laplace has given in the second chapter of the third book of his mémcanique céleste for computing the attractions of spheroids of every description

Ivory, James

Philosophical transactions of the Royal Society of London, 1812-12, Vol.102, p.1-45

London: The Royal Society

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7
ART. IX. Tracts on Mathematical and Philosophical Subjects; comprising, among numerous important Articles, the Theory of Bridges, with several Plans of recent Improvement. Also, the Result of numerous Experiments on the Force of Gunpowder, with Applications to the modern Practice of Artillery
ART. IX. Tracts on Mathematical and Philosophical Subjects; comprising, among numerous important Articles, the Theory of Bridges, with several Plans of recent Improvement. Also, the Result of numerous Experiments on the Force of Gunpowder, with Applications to the modern Practice of Artillery
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ART. IX. Tracts on Mathematical and Philosophical Subjects; comprising, among numerous important Articles, the Theory of Bridges, with several Plans of recent Improvement. Also, the Result of numerous Experiments on the Force of Gunpowder, with Applications to the modern Practice of Artillery

The Quarterly review, 1813, Vol.9 (18), p.400-418

London: J. Murray [etc.]

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II. Description of a new instrument for performing mechanically the involution and evolution of numbers
II. Description of a new instrument for performing mechanically the involution and evolution of numbers
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II. Description of a new instrument for performing mechanically the involution and evolution of numbers

Roget, Peter Mark

Philosophical transactions of the Royal Society of London, 1815-12, Vol.105, p.9-28

London: The Royal Society

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9
IX. On circulating functions, and on the integration of a class of equations of finite differences into which they enter as coefficients
IX. On circulating functions, and on the integration of a class of equations of finite differences into which they enter as coefficients
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IX. On circulating functions, and on the integration of a class of equations of finite differences into which they enter as coefficients

Herschel, John Frederick William

Philosophical transactions of the Royal Society of London, 1818-12, Vol.108, p.144-168

London: The Royal Society

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10
XVII. On the aberrations of compound lenses and object-glasses
XVII. On the aberrations of compound lenses and object-glasses
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XVII. On the aberrations of compound lenses and object-glasses

Herschel, John Frederick William

Philosophical transactions of the Royal Society of London, 1821-12, Vol.111, p.222-267

London: The Royal Society

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Deste Autor:

  1. Budak, B
  2. Fomin, S
  3. Stewart, J
  4. Major
  5. Blaschke, W

Neste Assunto:

  1. Science & Technology
  2. Life Sciences & Biomedicine
  3. Physical Sciences
  4. Technology
  5. Humans

  • Realização: ABCD-USP USP   Logos de Redes Sociais: Freepik

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