Cargill Gilston Knott | Academic Influence

Cargill Gilston Knott's AcademicInfluence.com Rankings

Cargill Gilston Knott

Physics

#2982

Historical Rank

physics Degrees

Cargill Gilston Knott

Mathematics

#3418

Historical Rank

Measure Theory

#6099

Historical Rank

mathematics Degrees

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Physics
Mathematics

Why Is Cargill Gilston Knott Influential?

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According to Wikipedia, Cargill Gilston Knott FRS, FRSE LLD was a Scottish physicist and mathematician who was a pioneer in seismological research. He spent his early career in Japan. He later became a Fellow of the Royal Society, Secretary of the Royal Society of Edinburgh, and President of the Scottish Meteorological Society.

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Cargill Gilston Knott's Published Works

Number of citations in a given year to any of this author's works

Total number of citations to an author for the works they published in a given year. This highlights publication of the most important work(s) by the author

Published Works

Napier tercentenary memorial volume (25)
Collected scientific papers of John Aitken (18)
On lunar periodicities in earthquake frequency (16)
The Physics of Earthquake Phenomena (1909) (15)
Introduction to quaternions (1904) (15)
XIV.—The Propagation of Earthquake Waves through the Earth, and connected Problems. (1920) (11)
Edinburgh's Place in Scientific Progress (7)
NOTES ON BANDAI-SAN (6)
XX.—On the Variation with Temperature of the Electrical Resistance of Wires of certain Alloys (5)
A Magnetic Survey of all Japan carried out, by Order of the President of the Imperial University (4)
3. The Electrical Resistance of Hydrogenised Palladium (4)
The abacus, in its historic and scientific aspects (4)
Quaternions and Vectors (1893) (3)
Remarks on Japanese musical scales (3)
The Earthquake of Tokio, April 18, 1889 (1889) (3)
XV.—On the Thermo-Electric Properties of Charcoal and certain Alloys, with a Supplementary Thermo-Electric Diagram (2)
Vectors and Quaternions (1893) (2)
XXVI.—Comparison of Mr Crawford's Measurements of the Deflection of a Clamped Square Plate with Ritz's Solution (2)
The Edinburgh Mathematical Colloquium (1913) (2)
The Soul of Golf (1913) (2)
Professor George Chrystal, M.A.,LL.D.. (2)
The Propagation of Earthquake Vibrations through the Earth. (2)
XII.—Seismic Radiations. (2)
SOLAR RADIATION AND EARTH TEMPERATURES (1903) (1)
Napier Tercentenary Celebration (1914) (1)
Note on Dew Bows (1)
Baron Dairoku Kikuchi (1917) (1)
EARTHQUAKES AND EARTHQUAKE SOUNDS : AS ILLUSTRATIONS OF THE GENERAL THEORY OF ELASTIC VIBRATIONS. (1)
Professor Klein's View of Quaternions; a Criticism (1)
Physics: an Elementary Text-book for University Classes (1)
Recent Innovations in Vector Theory. (1893) (1)
Edinburgh Mathematical Society (1883) (1)
Prof. James Gordon MacGregor, F.R.S. (1913) (1)
Napier Tercentenary Celebration (1913) (1)
John Aitken, LL.D., F.R.S. (1)
The Dynamics of a Golf Ball (0)
Some notes on Quaternions (1883) (0)
VIII.—CRIICAL NOTICES (0)
2. On the Measurement of Resistance to Electrolytes (0)
Hamilton and Tait (1911) (0)
Airy and the Figure of the Earth (0)
[Letters to Editor] (0)
On Certain Thermoelectric Effects of Stress in Iron (0)
Lord M c Laren. By Professor C. Gr. Knott (0)
The Theory of Relativity. By Silberstein L., Ph.D. Pp. viii + 295. 10s. net. 1914. (London : Macmillan & Co.) (1915) (0)
Laboratory Notes by Professor Tait b. Preliminary Experiments on the Thermal Conductivity of some Dielectrics (0)
2. On the Application of Angström's Method to the Conductivity of Wood (0)
3. On the Effect of Heating one Pole of a Magnet, the other being kept at a Constant Temperature (0)
Rev. John Wilson, M.A.. (0)
Chapter V: Thomson and Tait "T and T'," or Thomson and Tait's natural philosophy (0)
The Theorem of Moments (1915) (0)
Cost of Scientific Publications. (1920) (0)
Further studies on earthquake waves (1917) (0)
Chapter VII: Addresses, reviews, and correspondence (0)
Vectors, &c., at the British Association (1906) (0)
X.—Researches in Contact Electricity: Thesis for the Degree of Doctor of Science (0)
The Napier Tercentenary (0)
The Thermoelectric Positions of Cobalt and Bismuth. (0)
Daniel John Cunningham. (0)
XIV.—Mathematical Note on the Fall of Small Particles through Liquid Columns (0)
Ocean Temperatures and Solar Radiation (0)
Chapter III: Mathematical work (0)
Chapter VIII: Popular scientific articles (0)
5. On the Variation with Temperature of the Electric Resistance of certain Alloys. (0)
Japanese characteristics: (Read at meetings of the Society at Edinburgh, Glasgow, Dundee, and Aberdeen, in February and March) (1892) (0)
Quaternion Demonstration of the Theorem of Moments in Rigid Dynamics (1914) (0)
Recent progress in seismology (0)
Dr. R. T. Omond (1914) (0)
Electrical Resistance of Nickel at High Temperatures (0)
“A Japanese Priest in Tibet.” (0)
The Electric Resistance of Cobalt at High Temperatures (0)
Manual of Quaternions. By Professor C. J. Joly. (Macmillan & Co., 1905) (1905) (0)
James Burgess, C.I.E., LL.D. (0)
A New Historic Comet? (1888) (0)
Dr. Alexander Macfarlane (1913) (0)
2. Researches on Contact Electricity. (0)
Chapter I: Memoir—Peter Guthrie Tait (0)
Notes on a Large Crystal Sphere (0)
Chapter VI: Other books (0)
Electrical Properties of Hydrogenised Palladium (0)
Knott's mathematical tables(four-figure) (0)
Chapter II: Experimental work (0)
Polar Plouing Paper (0)
Chapter IV: Quaternions (0)
M. DE BALLORE'S CALCULATIONS ON EARTHQUAKE FREQUENCY. (0)
I.—Andrews' Measurements of the Compression of Carbon Dioxide and of Mixtures of Carbon Dioxide and Nitrogen (0)
VI—Formulæ and Scheme of Calculation for the Development of a Function of Two Variables in Spherical Harmonics (0)
Propagation of Earthquake Waves Through the Earth (1918) (0)
On the Electric Resistance of Iron at a High Temperature (0)
Prof. George Chrystal (1911) (0)
The Quaternion and its Depreciators (1892) (0)
Plücker's first equation connecting the singularities of Curves (1883) (0)
Quaternion Note on the Theory of Confocals (1917) (0)

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What Schools Are Affiliated With Cargill Gilston Knott?

Cargill Gilston Knott is affiliated with the following schools:

University of Edinburgh

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