(1) Arithmetic (2) The School Algebra (3) Statics (4) A First Schol Calculus (5) A Treatise on Differential Equations (6) Linear Algebras (7) The Elements of Non-Euclidean Geometry (8) A New Analysis of Plane Geometry, Finite and Differential, with numerous examples

    Abstract

    (1) THIS book consists mainly of examples, and there is said to be “just sufficient bookwork to be of use to a pupil when in difficulty.” We do not think that, for example, any difficulty a pupil may feel about negative numbers can be dispelled by a complete absence of “bookwork” about them (p. 7).

    (1) Arithmetic.

    By H. Freeman. Pp. Viii + 231 + xxxi. (London: G. Bell and Sons, Ltd., 1914.) Price 2s. 6d.

    (2) The School Algebra.

    By A. G. Cracknell. Pp. viii + 568 + lxxvii. (London: University Tutorial Press, Ltd., 1914.) Price 5s.

    (3) Statics.

    By R. C. Fawdry. Part i. Pp. vii + 165. (London: G. Bell and Sons, Ltd., 1914.) Price 2s. 6d

    (4) A First Schol Calculus.

    By R. Wyke Bayliss. Pp. xii + 288. (London: E. Arnold, n.d.) Price 4s. 6d.

    (5) A Treatise on Differential Equations.

    By Prof. A. R. Forsyth. Fourth edition. Pp. xviii + 584. (London: Macmillan and Co., Ltd., 1914.) Price 14s. net.

    (6) Linear Algebras.

    By Prof. L. E. Dickson. Pp. viii + 73. (Cambridge University Press, 1914.) Price 3s. net. Cambridge Tracts in Mathematics and Mathematical Physics, No. 16.

    (7) The Elements of Non-Euclidean Geometry.

    By Dr. D. M. Y. Sommerville. Pp. xvi + 274. (London: G. Bell and Sons, Ltd., 1914.) Price 5s.

    (8) A New Analysis of Plane Geometry, Finite and Differential, with numerous examples.

    By A. W. H. Thompson. Pp. xvi + 120. (Cambridge University Press, 1914.) Price 7s. net.

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    (1) Arithmetic (2) The School Algebra (3) Statics (4) A First Schol Calculus (5) A Treatise on Differential Equations (6) Linear Algebras (7) The Elements of Non-Euclidean Geometry (8) A New Analysis of Plane Geometry, Finite and Differential, with numerous examples. Nature 94, 389–390 (1914). https://doi.org/10.1038/094389a0

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