Square root of 6 (English Wikipedia)

Analysis of information sources in references of the Wikipedia article "Square root of 6" in English language version.

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3books.google.com

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1infinitemeasure.com

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archive.org

Jay Hambidge (1920) [1920]. Dynamic Symmetry: The Greek Vase (Reprint of original Yale University Press ed.). Whitefish, MT: Kessinger Publishing. pp. 19–29. ISBN 0-7661-7679-7. Dynamic Symmetry root rectangles.
Matila Ghyka (1977). The Geometry of Art and Life. Courier Dover Publications. pp. 126–127. ISBN 9780486235424.
Abramowitz, Milton; Stegun, Irene A., eds. (1972). Handbook of Mathematical Functions with Formulas, Graphs, and Mathematical Tables. New York: Dover Publications. p. 74. ISBN 978-0-486-61272-0.

books.google.com

Ray, Joseph (1842). Ray's Eclectic Arithmetic on the Inductive and Analytic Methods of Instruction. Cincinnati: Truman and Smith. p. 217. Retrieved 20 March 2022.
O'Sullivan, Daniel (1872). The Principles of Arithmetic: A Comprehensive Text-Book. Dublin: Alexander Thom. p. 234. Retrieved 17 March 2022.
S. C. & L. M. Gould (1890). The Bizarre Notes and Queries in History, Folk-lore, Mathematics, Mysticism, Art, Science, Etc, Volumes 7-8. Manchester, N. H. p. 342. Retrieved 19 March 2022. In the octahedron whose diameter is 2, the linear edge equals the square root of 6.{{cite book}}: CS1 maint: location missing publisher (link)

cnrs.fr

images.math.cnrs.fr

Rechtman, Ana. "Un défi par semaine Avril 2016, 3e défi (Solution du 2e défi d'Avril)". Images des Mathématiques. Retrieved 23 March 2022.

doi.org

Branner, Robert (1960). "Villard de Honnecourt, Archimedes, and Chartres". Journal of the Society of Architectural Historians. 19 (3): 91–96. doi:10.2307/988023. JSTOR 988023. Retrieved 25 March 2022.
Shelby, Lon R. (1969). "Setting Out the Keystones of Pointed Arches: A Note on Medieval 'Baugeometrie'". Technology and Culture. 10 (4): 537–548. doi:10.2307/3101574. JSTOR 3101574. Retrieved 25 March 2022.

infinitemeasure.com

Fletcher, Rachel (2013). Infinite Measure: Learning to Design in Geometric Harmony with Art, Architecture, and Nature. George F Thompson Publishing. ISBN 978-1-938086-02-1.

jstor.org

Branner, Robert (1960). "Villard de Honnecourt, Archimedes, and Chartres". Journal of the Society of Architectural Historians. 19 (3): 91–96. doi:10.2307/988023. JSTOR 988023. Retrieved 25 March 2022.
Shelby, Lon R. (1969). "Setting Out the Keystones of Pointed Arches: A Note on Medieval 'Baugeometrie'". Technology and Culture. 10 (4): 537–548. doi:10.2307/3101574. JSTOR 3101574. Retrieved 25 March 2022.

nasa.gov

apod.nasa.gov

Robert Nemiroff; Jerry Bonnell. "the first 1 million digits of the square root of 6". nasa.gov. Retrieved 17 March 2022.

oeis.org

Sloane, N. J. A. (ed.). "Sequence A010464 (Decimal expansion of square root of 6)". The On-Line Encyclopedia of Integer Sequences. OEIS Foundation.

uconn.edu

kconrad.math.uconn.edu

Conrad, Keith. "Pell's Equation II" (PDF). uconn.edu. Retrieved 17 March 2022. The continued fraction of √6 is [2; 2, 4], and the table of convergents below suggests (and it is true) that every other convergent provides a solution to $x 2 - 6 y 2 = 1$ .