The following Index is arranged according to subjects on the plan of the Index du Repertoire Bibliographique (published by MM. Gauthier-Villars, pp. 93, 2nd edition, 1898; about 2/-).
EXPLANATORY REMARKS.
It is not possible to give in full the subjects under the thousand or so sub-divisions which appear in the Index; but for the sake of those who do not possess the Index we give the subjects under the principal letters. This will amply suffice for the majority of our readers.
| A. | Algebra; Theory of Equations. | 
| B. | Determinants; Linear substitutions; Elimination; Invariants and Covariants; Complex Quantities. | 
| C. | Differential and Integral Calculus. | 
| D. | Theory of Functions; Algebra of Continued Fractions. | 
| E. | Definite Integrals. . . . | 
| F. | Elliptic Functions. . . . | 
| G. | Hyperelliptic Functions. . . . | 
| H. | Differential Equations . . . Finite Differences, Recurrent Series. | 
| I. | Arithmetic. Theory of Numbers. | 
| J. | Permutations and Combinations ; Probabilities ; Calculus of Variations. . . . | 
| K. | Elementary Geometry and Trigonometry; Geometry of point, line, plane, circle, and sphere ; Perspective ; Descriptive Geometry. | 
| L1. | Conics. | 
| L2. | Quadrics. | 
| M1. | Algebraical Plane Curves. | 
| M2. | Algebraical Surfaces. | 
| M3. | Algebraical Space Curves. | 
| N. | Complexes and Congruences; Connexes; Systems of curves and surfaces; Enumerative Geometry. | 
| O. | Infinitesimal and Kinematic Geometry. | 
| P. | Transformations; Homography; Homology; Polar Reciprocals. | 
| Q. | Geometry of dimensions ; non Euclidean. . . . | 
| R. | Kinematics; Statics; Dynamics. | 
| S. | Hydrostatics. | 
| T. | Mathematical Physics. | 
| U. | Astronomy. | 
| V. | Philosophy and History of Mathematics. Biography. | 
| X. | Graphic Calculation. | 
INDEX
TO THE
MATHEMATICAL GAZETTE
VOLUME 2
| No. | No. | |||||
| 25 | January 1901 | pp. 1-24 | 35 | October 1902 | pp. 197-220 | |
| 26 | March 1901 | pp. 25-44 | 36 | December 1902 | pp. 221-236 | |
| 27 | May 1901 | pp. 45-64 | 37 | January 1903 | pp. 237-252 | |
| 28 | July 1901 | pp. 65-80 | 38 | March 1903 | pp. 253-276 | |
| 29 | October 1901 | pp. 80-104 | 39 | May 1903 | pp. 277-300 | |
| 30 | December 1901 | pp. 105-128 | 40 | May 1903 | pp. 301-324 | |
| 31 | January 1902 | pp. 129-148 | 41 | October 1903 | pp. 325-348 | |
| 32 | March 1902 | pp. 149-164 | 42 | December 1903 | pp. 349-372 | |
| 33 | May 1902 | pp. 165-180 | 43 | January 1904 | pp. 373-396 | |
| 34 | July 1902 | pp. 181-196 | 
ARTICLES, ETC.
| TYPE | TITLE | AUTHOR | PAGE | 
| A.1. | A Chapter on Algebra. | W. N. Roseveare. | 301, 325 | 
| A. 1. b. | Proofs that the Arithmetic Mean is greater than the Geometric Mean.  | R. F. Muirhead. | 283 | 
| A. 3. k. | Note on the Solution of Cubic and Bi-quadratic Equations.  | J. Brill. | 3 | 
| B. 3. d. | Two Illustrations of Elimination. | R. F. Davis. | 1 | 
| B. 12. a. | On the Representation of Imaginary Points by Real Points on a Plane.  | A. Lodge. | 277, 373 | 
| J. 4. | Some Applications of the Theory of Assemblages.  | Arnold Emch. | 173 | 
| K. 6. a. | Areal Coordinates. | G. D. Muggeridge. | 45, 65 | 
| K. 6. a. | Notes on Conics and Areals. | T. J. I'a Bromwich. | 175 | 
| K. 6. a. | Tripolar Coordinates. | G. N. Bates. | 183 | 
| K. 6. a. | Tangential Coordinates, The use of. | R. W. H. T. Hudson. | 355 | 
| K. 13. c. | The Trigonometry of the Tetra- hedron.  | G. Richardson. | 149 | 
| K. 20. | Extension of Huygens' Approxima- tion to a Circular Arc.  | R. M. Milne. | 309 | 
| L1 1.; L2. 1. | On the treatment of Conics and Conicoids by Pure Geometry.  | C. A. Rumsey. | 356 | 
| M1. I. b. | Note on the Bitangents of a Plane Curve.  | A. P. Thompson. | 307 | 
| O.1 | An Elementary Introduction to the Infinitesimal Geometry of Sur- faces.  | R. W. H. T. Hudson | 279 | 
| Q. d. | Geometry in Flatland. | A. C. Dixon. | 241 | 
| R. 2. d. | On a Geometrieo-Statical Theorem. | Sir Robert S. Ball. | 26 | 
| V. a. | The New Education Section of the British Association.  | R. F. Muirhead. | 83 | 
| V. a. | The Teaching of Mathematics. | E. M. Langley;  C. Godfrey; A. W. Siddons.  | 105 | 
| V. a. | Annual Meeting, 1902. Discussion on Reform in Teaching of Mathe- matics.  | 129 | |
| V. a. | The Public Schools and Reform in the Teaching of Mathematics.  | (By 22 Masters in Public Schools.)  | 143 | 
| V. a. | The Teaching of Euclid. | The Hon. Bertrand Russell  | 165 | 
| V. a. | Report of Committee on Geometry. | 168 | |
| V. a. | Report of Committee on Arithmetic and Algebra.  | 181 | |
| V. a. | Report of British Association Com- mittee on the Teaching of Mathe- matics.  | 197 | |
| V. a. | The Report of the Committee on the Teaching of Geometry, and In- commensurables.  | M. J. M. Hill. | 253 | 
| V. a. | The Annual Meeting, 1903. | 259 | |
| V. a. | The Committee on the Teaching of Mechanics.  | 349 | |
| V. a. | Draft Suggestions of the Sub- Committee on the Teaching of Mechanics.  | 380 | |
| V. a. | Letter of the Committee to Head Masters and Senior Mathematical Masters of Schools.  | 349 | |
| V. a. | To reach the Calculus as early as possible.  | G. H. Bryan. | 351 | 
| X. 5. | The Slide Rule. | F. R. Barrell. | 83; cf. 128 | 
| X. 5. | The Slide Rule. | C. S. Jackson. | 330; 337 | 
| X. 5. | Verniers, General Theory of. | P. J. Heawood. | 221, 237 | 
MATHEMATICAL NOTES.
| No. | SUBJECT. | AUTHOR. | PAGE. | |
| D. 2. b. | 96 | On the Convergency of the Geometric Series.  | R. W. H. T. Hudson. | 60 | 
| A. 1. b. | 130 | Note on Roseveare's "Chapter on Algebra."  | R. F. Muirhead. | 340 | 
| A. 1. c. | 111 | Note on the Multinomial Theo- rem.  | G. Osborn. | 189 | 
| C. 1. a. | 106 | On the Permutability of Inde- pendent Differentiations.  | A. C. Dixon. | 159 | 
| D. 1. b. | 133 | A Series Rapidly Converging. | G. N. Watson. | 361 | 
| D. 2. a. b. | 135 | Riemann's semi-convergent  series theorem, Proof of.  | H. L. Trachtenburg. | 361 | 
| D. 2. b. | 124 | Addition Series. | W. H. Laverty. | 287 | 
| D. 2. d. a. | 95 | Periodic Continued Fractions. | T. Muir. | 58 | 
| D. 6. b. | 103 | Note on the Logarithmic Series. | A. C. Dixon. | 113 | 
| D. 6. d. ;  X. 2.  | 108 | Two Minor Complaints. | C. S. Jackson. | 188 | 
| D. 6. d. | 109 | Mnemonic for Hyperbolic Formulae. | G. Osborn. | 189 | 
| D. 6. d. | 114 | On Complaints (cf. Note 108). | R. F. Muirhead. | 201 | 
| D. 6. d. | 114 | On Complaints (cf. Note 108). | R. B. Hayward. | 201 | 
| E. 1. a. | 127 | Elementary Treatment for  Gamma Functions.  | G. Osborn. | 311 | 
| I. 13. b. a;  17. c.  | 119 | Rule for finding the number of  quarts not greater than a given number  | Whitworth. | 243 | 
| I. 25. | 131 | A Paradox. | C. S. Jackson. | 360 | 
| J. 1. a. | 115 | A Problem in Arrangements. | Prebendary Whit- worth and W. E. Hartley.  | 227 | 
| K. | 93 | On Measure as a Definition of  Ratio.  | E. Budden. | 10,  v. p. 30.  | 
| K. 1. b. | 100 | The Equal Bisector Theorem. | R. B. Hayward. | 74 | 
| K. 2. b. c. | 138 | Feuerbach's Theorem. | W. F. Beard. | 362 | 
| K. 4. | 137 | Philo's Line. | R. Chartres. | 362 | 
| K. 6. a. | 110 | Length of join of  | Knox, Ma. | 189 | 
| K. 6. a. | 117 | Trilinear Notes. | R. F. Davis. | 225 | 
| K. 8. f. | 136 | The maximum quadrilateral  with given sides.  | R. Chartres. | 362 | 
| K. 10. e. | 94 | The circum-circle of the tri- angle whose sides are  | E. M. Radford. | 29 | 
| K. 11. b. | 102 | The circles of similitude of the  in- and ex- circles of a triangle.  | R. W. Chapman. | 97 | 
| K. 11. b. | 102 | (Notes by R. F. Davis.) | 99 | |
| K. 13. a. | 92 | Solution of Problem 372, and  notes suggested thereby.  | T. J. I'a Bromwich. | 9 | 
| K. 17. b. | 141 | Some Simple Problems in Astronomy.  | H. Hilton. | 384 | 
| K. 20. d. | 125 | Approximation to  | C. E. M'Vicker. | 288 | 
| K. 20. e. ; 4. | 104 | On the construction of a tri- angle, given  | R. F. Davis. | 159 | 
| K. 20. e. | 112 | Note on Problem 391. | F. G. Taylor. | 191 | 
| K. 20. e. | 126 | On the Solution of Triangles. | G. H. Bryan. | 288 | 
| K. 20. e. | 129 | Two Trigonometrical Notes. | R. F. Muirhead. | 340 | 
| K. 20. f. | 122 | Formulae of Spherical Trigon- ometry.  | C. S. Jackson. | 261 | 
| L1. 1. a. | 123 | Notes on the Parabola. | R. F. Davis. | 262 | 
| L1. 3. a. | 118 | Method of Reducing Central Conics. | E. L. Bulmer. | 226 | 
| L1. 3. a. | 134 | Note on Parabola. | R. F. Davis. | 361 | 
| L1. 6. c. | 97 | Trilinear Equation of the Circle of Curvature.  | R. F. Davis. | 72 | 
| L1. 7. a. | 101 | Foci of in-Conic. | R. F. Davis. | 97 | 
| L1. 11. | 98 | Trilinear Conditions for Rect- angular Hyperbola.  | R. F. Davis. | 73 | 
| L1. 11. a. | 113 | The Asymptotes and Tangents of the Rectangular Hyper- bola.  | R. F. Davis. | 192 | 
| L1. 12. a. | 121 | Isogonal Transformation. | H. L. Trachtenburg. | 261 | 
| M1. 8. | 105 | The Equiangular Spiral. | W. Gallatly. | 159 | 
| P. 2. a. | 99 | Extension of Problem 394. | A. P. Thompson. | 74 | 
| P. 3. b. | 139 | Geometrical Note on Inversion. | R. F. Davis. | 383 | 
| R. 6. b. | 128 | Gauss' Principle of Least Con-straint. | P. E. B. Jourdain. | 337 | 
| R. 8. | 132 | Diagrams and Bending Mo-ments. | C. S. Jackson. | 360 | 
| V. 1. a. | 120 | On the teaching of Arithmetic. | G. H. Bryan. | 260 | 
| V. 1. a. | 126 | On the Solution of Triangles. | G. H. Bryan. | 288 | 
| V. 1. a. | 140 | On Decimalisation of Money. | W. O. Hemming. | 383 | 
| X. 4. b. a. | 116 | The Graphical Solution of Quadratics. | A. E. Wynne. | 228 | 
[By an inadvertency, no Note was numbered 107 J
CORRESPONDENCE.
| K. | On the Ratio of Incommensurables. | M. J. M. Hill. | 30 | 
| V. | On the Marking of Euclid Papers. | C. S. Jackson. | 8 | 
| V. | On the Marking of Euclid Papers. | A. W. Siddons. | 58 | 
| V. | The Education Section of the British Association. | W. M. Heller. | 371 | 
| V. | The Teaching of Geometry. | M. E. Boole. | 180 | 
| V. | The London Mathematical Society. | G. H. Bryan. | 396 | 
Also included
REVIEWS AND NOTICES
MISCELLANEA
PROBLEMS AND SOLUTIONS