Most cited
This page lists all time most cited articles for this title. Please use the publication date filters on the left if you would like to restrict this list to recently published content, for example to articles published in the last three years. The number of times each article was cited is displayed to the right of its title and can be clicked to access a list of all titles this article has been cited by.
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93.10 A Heron-type area formula in terms of sines
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- Published online by Cambridge University Press:
- 01 August 2016, pp. 108-109
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2091. The digits in the decimal form of π
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- 09 November 2021, pp. 291-292
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Mathematics and the Child. III. The Use of Mistakes in the Teaching of Mathematics
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- 03 November 2016, pp. 11-14
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Area of a quadrilateral
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- 01 August 2016, pp. 310-311
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83.63 A definite integral via a difference equation
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- 01 August 2016, pp. 504-505
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Toss Fibonacci!
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- 22 September 2016, pp. 183-186
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A Further Note on Machine Computation for π
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- 03 November 2016, pp. 306-310
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MAG volume 83 issue I1 Cover and Front matter
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- 01 August 2016, p. f1
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Classical Mechanics. By Herbert Goldstein. Pp. xii, 399. $6.50. 1950. (Addison-Wesley Press Inc., Cambridge 42, Mass.)
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- 03 November 2016, pp. 66-67
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80.48 The Euclidean algorithm via matrices and a calculator
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- 01 August 2016, pp. 570-574
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Inequalities. By G. H. Hardy, J. E. Littlewood and G. Pólya. Pp. xii, 314. 16s. 1934. (Cambridge)
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- 03 November 2016, pp. 341-343
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89.54 Another decreasing sequence of triangles
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- 01 August 2016, p. 296
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A First Course in Rings and Ideals. By David M. Burton. Pp. viii, 309. £4·90 1970. (Addison-Wesley.)
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- 03 November 2016, pp. 170-171
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A radical approach to real analysis, by David Bressoud. Pp328. $29. 1994. ISBN-0-88385-701-4 (Mathematical Association of America)
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- 01 August 2016, pp. 219-220
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Taxicab geometry—an adventure in non-Euclidean geometry, by Eugene E. Krause. Pp 88. $3·95. ISBN 0-486-25202-7 (Dover)
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- 01 August 2016, p. 255
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95.13 Some divisibility properties of Catalan numbers
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- 23 January 2015, pp. 96-102
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The Theory of Functionals, and of Integral and Integro-differential Equations. By Vito Volterra. Translated by M. Long. Pp. x + 226. 25s. 1930. (Blackie)
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- 03 November 2016, pp. 59-60
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91.69 Can you ‘bend’ a truncated octahedron?
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- 01 August 2016, pp. 533-536
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A century of textbooks
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- 01 August 2016, pp. 119-126
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n-dimensional enrichment for Further Mathematicians
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- 01 August 2016, pp. 409-416
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