Notes
92.70 On an infinite series
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- 01 August 2016, pp. 514-516
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92.42 The prime analogue of the Kepler-Bouwkamp constant
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- 01 August 2016, pp. 293-295
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92.43 Euler’s little summation formula and special values of the zeta function
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- 01 August 2016, pp. 295-299
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92.13 The Ɛ-binomial inequality
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- 01 August 2016, pp. 97-99
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92.71 Geometry of the sums of consecutive integer powers
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- 01 August 2016, pp. 516-522
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92.44 Euler-type constants for the mid-ordinate rule
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- 01 August 2016, pp. 300-301
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92.14 Some aspects of the behaviour of the graph of f1(x,y)f2(x,y)…fN(x,y) = Ɛ
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- 01 August 2016, pp. 99-105
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92.72 The closed form evaluation of and related Eulerian sums
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- 01 August 2016, pp. 522-529
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92.73 On inequalities equivalent to the inequality of the means
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- 01 August 2016, pp. 529-533
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92.15 An improved approximation to a well-known integral
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- 01 August 2016, pp. 106-110
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92.45 Anasquares: Square anagrams of squares
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- 01 August 2016, pp. 301-307
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92.74 A curious way to the weighted AM-GM inequality
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- 01 August 2016, pp. 533-534
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92.46 A permutation-ordering algorithm
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- 01 August 2016, pp. 307-309
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92.16 Avoiding Pythagoras
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- 01 August 2016, pp. 110-111
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92.17 Magic knight’s tours for chess in three dimensions
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- 01 August 2016, pp. 111-115
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92.75 Maths bite: irrational powers of irrational numbers can be rational
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- 01 August 2016, p. 534
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92.47 The converse of the theorem of Pythagoras
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- 01 August 2016, pp. 309-313
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92.18 Generalisations of the Napoleon theorems, and triangles circumscribing a given triangle
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- 01 August 2016, pp. 115-124
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92.76 A generalisation of the irrationality of e
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- 01 August 2016, p. 535
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92.48 The upside-down Pythagorean theorem
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- 01 August 2016, pp. 313-316
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