| E. Carpenter's proof of Taylor's theorem
| Vol XII (1893) 114-117
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| Note on triangle transformations
| Vol XIII (1894) 112-114 and 129-131
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| Some suggestions in mathematical terminology
| Vol XIII (1894) 143
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| Proof of a theorem in conics
| Vol XIII (1894) 156-159
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| On superposition by the aid of dissection
| Vol XIV (1895) 109-112
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| On deducing the properties of the trigonometrical functions from their addition equations
| Vol XIV (1895) 127-134
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| On the number and nature of the solutions of the Apollonian contact problem
| Vol XIV (1895) 135-147
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| On a method of studying displacement
| Vol XV (1896) 119-128
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| Solution of a geometrical problem {description: circles}
| Vol XVI (1897) 48
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| Permutations: alternative proofs of elementary formulae
| Vol XVI (1897) 68-69
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| On the transformation-sequence
| Vol XVI (1897) 70-76
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| Against Euler's proof of the Binomial Theorem for negative and fractional exponents
| Vol XVII (1898) 38-39
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| Note on continued fractions
| Vol XVII (1898) 39-41
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| A proof of the Binomial Theorem when the exponent is a positive integer
| Vol XVII (1898) 42
|
| Note referring to the paper in Vol. XVIII, pp. 5-10
| Vol XVIII (1899) 100
|
| Remark on Dr Peddie's proof of the potential theorems regarding uniform spherical shells
| Vol XVIII (1899) 32
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| The dissection of any two triangles into mutually similar pairs of triangles
| Vol XVIII (1899) 5-10
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| Inequalities relating to some algebraic means
| Vol XIX (1900) 36-45
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| Notes on the theorems of Menelaus and Ceva
| Vol XX (1901) 62-66
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| Constructions connected with Euclid VI. 3 and VI. A, and the circle of Apollonius
| Vol XX (1901) 67-69
|
| Geometry of the isosceles trapezium and the contra-parallelogram, with applications to the geometry of the ellipse
| Vol XX (1901) 70-72
|
| Note on the theory of the rolling of one rigid surface on another
| Vol XX (1901) 8-10
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| Some methods applicable to identities and inequalities of symmetric algebraic functions of n letters
| Vol 21 (1902) 144-157
|
| Construction connected with the locus of a point at which two segments of a straight line subtend equal angles
| Vol 21 (1902) 158
|
| On the use of the term Power in geometry, and on the treatment of the "doubtful sign"
| Vol 22 (1903) 68-73
|
| Solution of a geometrical problem
| Vol 22 (1903) 74-75
|
| Minimum deviation through a prism
| Vol 22 (1903) 76-79
|
| Some proofs of Newton's theorem on sums of powers of roots
| Vol 23 (1904) 66-70
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| A proof of Waring's expression for ∑ αr in terms of the coefficients of an equation
| Vol 23 (1904) 71-74
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| Proofs of an inequality
| Vol 24 (1905) 45-50
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| Elementary methods for calculating first and second moments of simple configurations
| Vol 25 (1906) 107-113
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| To express a determinant of the nth order in terms of compound determinants of the second order, and vice versa
| Vol 26 (1907) 15-17
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| A graphic method of solving n simultaneous linear equations involving n unknowns
| Vol 26 (1907) 30-36
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| On Wilkinson's method of treating the nine-points circle, with generalizations
| Vol 28 (1909) 129-147
|
| The anharmonic ratios of four points in a straight line
| Vol 28 (1909) 14-22
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| A method for successive graphic interpretations
| Vol 29 (1910) 78-82
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| A mechanism for solving equations for the nth degree
| Vol 30 (1911) 69-74
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| Notes on mathematical induction
| Vol 31 (1912) 47-53
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| Some graphical methods for determining centres of gravity
| Vol 32 (1913) 36-43
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| Theorems analogous to Newton's theorems on symmetric functions: with elementary proofs
| Vol 32 (1913) 44-48
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| Rolling loads: a new graphical method
| Vol 36 (1917) 96-102
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| Extension of Frenet's formulae to a curve in flat space of n dimensions
| Vol 38 (1919) 20-23
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| A version of Hagen's proof of the law of error
| Vol 38 (1919) 24-26
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| Elementary proof of the formula V2/R
| Vol 38 (1919) Notes
|
| Common logarithms calculated by simple multiplication
| Vol 40 (1921) Notes
|
| Note on topics of regions separated by boundaries
| Vol 43 (1924) 111-114
|
| Notes on the logic of equation solving
| Notes: 2 (1909)
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| A rule for resolving integral algebraic expressions into factors
| Notes: 4 (1910)
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| The ambiguous case in the solution of triangles
| Notes: 8 (1911)
|
| Notes on algebraic inequalities
| Notes: 11 (1912)
|
| Two theorems on determinants, and their application to the proof of the volume-formula for tetrahedra
| Notes: 13 (1913)
|
| A construction by ruler and dividers
| Notes: 15 (1914)
|
| Note on students and original work
| Notes: 17 (1915)
|
| Centre of curvature
| Notes: 20 (1916)
|
| Proof of some inequalities and limits
| Notes: 21 (1916)
|
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