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Chi-square Intervals for a Poisson Parameter - Bayes, Classical and Structural
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2011
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E. A. Maxwell
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An analytical calculus for school and university
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2008
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E. A. Maxwell
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Continuity Corrections
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2005
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E. A. Maxwell
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Introduction to statistical thinking
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1983
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E. A. Maxwell
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Mathematical gems II, by Ross Honsberger. Pp ix, 182. $10. 1976. SBN 0 88385 302 7 (Mathematical Association of America)
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1977
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E. A. Maxwell
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Analysis of Contingency Tables and Further Reasons for not Using Yates Correction in 2×2 Tables
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1976
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E. A. Maxwell
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Geometry by transformations
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1975
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E. A. Maxwell
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Mathematical gems, by Ross Honsberger. Pp. xi, 176. 1974. SBN 0 88385 301 9 (Mathematical Association of America)
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1975
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E. A. Maxwell
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The teaching of geometry at the pre-college level, edited by Hans-Georg Steiner. Pp viii, 386. 1971 (D. Reidel, Dordrecht, Holland)
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1973
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E. A. Maxwell
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A Course of Geometry for Colleges and Universities. By D. Pedoe. Pp. xvi, 449. £5. 1970. (Cambridge University Press.) - A Guide to Undergraduate Projective Geometry. By A. F. Horadam. Pp. xiii, 349. $9.50. 1970. (Pergamon Press, Australia.) - Miniquaternion Geometry. By T. G. Room and P. B. Kirkpatrick. Pp. viii, 176. £4. 1971. (Cambridge University Press.)
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1972
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E. A. Maxwell
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Linear Algebra and Group Theory. By Vladimir I. Smirnov translated and edited by Richard A. Silverman. Pp. x, 464. £2. 1970. (Dover reprint of the 1961 translation.)
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1972
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E. A. Maxwell
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A Short History of Greek Mathematics. By James Gow. Pp. xii, 325. 1968. (Chelsea.)
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1972
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E. A. Maxwell
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Formulas and Theorems in Pure Mathematics. By George S. Carr. Pp. xxxvi, 935. Second Edition, 1970. (Chelsea.)
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1972
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E. A. Maxwell
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Ruler and the Round; or Angle Trisection and Circle Division. By Nicholas D. Kazarinoff. Pp. xi, 138. $3.50. 1970. (Prindle, Weber and Schmidt, Inc., Boston, Mass.)
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1971
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E. A. Maxwell
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Beginner’s Book of Geometry. By Grace Chisholm Young and W. H. Young. Pp. xvi, 222. 1970. (Chelsea reprint of the book first published in 1905)
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1971
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E. A. Maxwell
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The teaching of mathematics at university level. By F. Fiala Pp. 163. £1.50. 1970. (Harrap)
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1971
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E. A. Maxwell
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An Introduction to the Theory of Functions of a Complex Variable. By E.T. Copson. Pp. 448. Paper Covers, £1.50 1970. (O.U.P.)
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1971
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E. A. Maxwell
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3293. Circles modulo 6
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1971
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E. A. Maxwell
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Algebra for Scientists and Engineers. By Hans Liebeck. Pp. xiii, 405. £5 (Cloth), £2.75 (paper). 1969. (Wiley.)
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1971
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E. A. Maxwell
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An Introduction to Abstract Algebra. By Dennis B. Ames. Pp. x, 368. 95s. 1969. (International textbook company, Pennsylvania.)
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1970
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E. A. Maxwell
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Linear Algebra. By A. Mary Tropper. Pp. ix, 144. 25s. 1969. (Nelson.)
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1970
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E. A. Maxwell
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Excursions in Geometry. By C. Stanley Ogilvy. Pp. vi, 178. 52s. 1970. (Oxford University Press.)
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1970
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E. A. Maxwell
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Geometric Inequalities. By O. Bottema, R. ž. Djordjevič, R. R. Janič, D. S. Mitrinovič, P. M. Vasic. Pp. 151. $4.90. 1969. (Wolters-Noord-hoff, Groningen.)
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1970
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E. A. Maxwell
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Algebra. By Roger Godement. Pp. 638. 126s. 1969. (Kershaw Publishing Company.)
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1970
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E. A. Maxwell
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Algebra. By J. W. Archbold. Pp. xxiii, 524. First Paperback Edition) 32s. 6d. 1968. (Pitman.)
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1969
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E. A. Maxwell
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A Second Introduction to Analytic Geometry. By G. Hochschild. Pp. 63. $3.75. 1968. (Holden-Day).
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1969
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E. A. Maxwell
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Homology Theory. By P. J. Hilton and S. Wylie. Pp. xv, 484. Reprint and first paper-back edition, 1967. Paper-back 22s. 6d. (Cambridge.)
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1969
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E. A. Maxwell
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Geometry revisited. By H. S. M. Coxeter and S. L. Greitzer. Pp. xiv, 193 $1.95. 1967. (Random House.)
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1968
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E. A. Maxwell
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Mathematics for the Million. By Lancelot Hogben. Pp. 649. 40s. 1967. (Allen and Unwin.)
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1968
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E. A. Maxwell
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Modern Mathematics for Schools: Scottish Mathematics Group. (Blackie, and Chambers.) Prices in 10s. to 12s. 6d. range, with about 250-300 pages; dates up to 1967.
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1968
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E. A. Maxwell
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Calculus for Beginners. By W. L. Ferrar. Pp. vii, 194. 48s. 1967. (The Clarendon Press, Oxford.)
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1968
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E. A. Maxwell
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Linear Geometry. By K. W. Gruenberg and A. J. Weir. Pp. viii, 186. 21s. (Library Edition 45s.) 1967. (Van Nostrand.)
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1968
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E. A. Maxwell
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Discovering Modern Algebra. By K. L. Gardner. Pp. 266. 32s. 6d. 1966. (Oxford.)
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1968
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E. A. Maxwell
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PDF
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The Algebra of Invariants. By J. H. Grace and A. Young. Pp. vi, 384. 1965. (Chelsea Publishing Company, New York)
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1967
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E. A. Maxwell
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Elementary Vector Algebra. (Second Edition.) By A. M. Macbeath. Pp. 137. 12s. 6d. 1966. (Oxford)
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1967
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E. A. Maxwell
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Introduction to Abstract Algebra. By C. C. Maoduffee. Pp. vii, 303. 18s. 1966. (Constable: London)
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1967
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E. A. Maxwell
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50 Mathematical Puzzles and Oddities. By Nicholas E. Scripture. Pp. 84. 5s. 1966. (Faber and Faber)
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1967
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E. A. Maxwell
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Products of Numbers. By C. Attwood. Pp. viii, 215. 17s. 6d. 1965. (Pergamon)
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1966
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E. A. Maxwell
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Topics in Algebra. By I. N. Herstein. Pp. vii, 342. 1964. (Blaisdell Publishing Company)
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1966
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E. A. Maxwell
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Generators and Relations for Discrete Groups. By H. S. M. Coxeter and W O. Moser. Pp. ix, 161. DM. 32. (Second Edition; Springer-Verlag)
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1966
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E. A. Maxwell
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Sets and Groups. By J. A. Green. Pp. ix, 84. 5s. 1965. (Routledge and Kegan Paul)
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1966
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E. A. Maxwell
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Modern Mathematics for Schools. Prepared by The Scottish Mathematics Group. Pp. xii, 225. 1965. 9s. (Teachers’ Edition 12s. 6d.) (Published by Blackie, Glasgow and Chambers, Edinburgh)
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1966
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E. A. Maxwell
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A course of higher mathematics. By V. I. Smirnov. In five volumes (volume 3 in two parts). 1964. (Pergamon)
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1966
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E. A. Maxwell
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Operational Calculus. By B. Van Der Pol and H. Beemmee. Pp. xiii, 415. Paperback, 25s. 1964. (Cambridge.)
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1966
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E. A. Maxwell
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Algebra. By J. W. Abchbold. Pp. xxiii, 524. 45s. 1964. (Pitman.)
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1966
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E. A. Maxwell
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Linear Algebra. By W. H. Greub. Pp. xi, 338. DM48. 1963. (Springer)
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1965
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E. A. Maxwell
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Introduction to the Theory of Finite Groups. By W Ledermann. Pp. ix, 174. 10s. 6d. Fifth Edition. 1964. University Mathematical Texts (Oliver and Boyd)
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1965
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E. A. Maxwell
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The Core of Mathematics. By A. J. Moakes. Pp. viii, 151. 12s. 6d. 1964. (Macmillan)
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1965
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E. A. Maxwell
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L’enseignement de la géométrie. By G. Choquet. Pp. 168. 33F. 1964. (Hermann) - Algèbra linèaire et géométrie élémentaire. By Jean Dieudonné. Pp. 223. 1964. (Hermann)
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1965
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E. A. Maxwell
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Topological Vector Spaces. By A. P Robertson and W. J. Robertson. Pp. viii, 158. 30s. 1964. Cambridge Tracts in Mathematics and Mathematical Physics. (Cambridge University Press)
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1965
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E. A. Maxwell
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Honours Courses in Mathematics in the Universities and Colleges of Advanced Technology in Great Britain. <i>Supplement No</i>. 1, prepared by W. J. Langford.
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1965
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E. A. Maxwell
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Speed Mathematics Simplified. By Edward Stoddard. Pp. viii + 184. 7s. 6d. 1964. (Teach Yourself Books: English Universities Press)
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1965
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E. A. Maxwell
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Noneuclidean Geometry. By M. Meschowski. Pp. viii + 104. 17s. 6d. - Finite Permutation Groups. By H. Wielandt. Pp. x +114. 17s. 6d. - Quadratic Forms and Matrices. By N. V. Yefimov. Pp. ix + 164. 17s. 6d. - Introduction to p-adic Numbers and Valuation Theory. By George Bachman. Pp. ix + 173. 24s. 6d.
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1965
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E. A. Maxwell
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An introduction to groups. By G. Beaumont and P. Caldwell. Pp. 16. <i>Symmetry groups</i>. By A. Bell and T. Fletcher. Pp. 20.
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1965
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E. A. Maxwell
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Rudiments of algebraic geometry. By W. E. Jenner. Pp. x, 104. 24s. 1963. (Oxford University Press)
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1964
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E. A. Maxwell
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A geometric introduction to linear algebra. By Daniel Pedoe. Pp. xi, 224. 45s. 1964. (John Wiley and Sons, London and New York)
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1964
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E. A. Maxwell
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How to find out in mathematics. By John E. Pemberton. Pp. x, 158. 12s. 6d. 1963. (Pergamon)
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1964
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E. A. Maxwell
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A Manual of Greek Mathematics. By Sir Thomas L. Heath. Pp. xvi, 552. 18s. 1963 - A History of Geometrical Methods. By J.L. Coolidge. Pp. xviii, 451. 18s. 1963. - The Mathematics of Great Amateurs. ByJ.L. Coolidge. Pp. viii, 211. 12s. 1963.
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1964
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E. A. Maxwell
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More Mathematical Puzzles and Diversions. By Martin Gardner. Pp. xi, 176. 20s. 1963. (Bell)
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1964
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E. A. Maxwell
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Algebraic Curves. By Robert J. Walker. Pp. x, 201. $1.60. 1962. (Dover Publications Inc.)
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1964
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E. A. Maxwell
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An Introduction to Projective Geometry. By R. M. Winger. Pp. xiii, 443. $2. 1962. (Dover Publications Inc.)
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1964
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E. A. Maxwell
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Projective and Euclidean Geometry. By W. T. Fishback. Pp. ix, 244. 57s. 1962. (Wiley)
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1964
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E. A. Maxwell
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50 Mathematical Puzzles and Oddities. By Nicholas E. Scripture. Pp. 84. 12s. 6d. 1963. (Faber and Faber)
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1964
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E. A. Maxwell
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Scholarship Mathematics, Volume II: Geometry. By A. T. Starr. Pp. viii+251. 21s. 1961. Pitman.
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1961
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E. A. Maxwell
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2935. To prove that every real number is an approximation to zero
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1960
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E. A. Maxwell
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General Homogeneous Coordinates in Space of Three Dimensions.
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1960
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Claude Springer
E. A. Maxwell
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Some Fallacies in Algebra and Trigonometry
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1959
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E. A. Maxwell
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Four Geometrical Fallacies Enunciated
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1959
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E. A. Maxwell
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Fallacies in mathematics
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1959
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E. A. Maxwell
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The ‘Isosceles Triangle’ Fallacy Analysed
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1959
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E. A. Maxwell
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Fallacy by the Circular Points at Infinity
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1959
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E. A. Maxwell
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Digression on Elementary Geometry
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1959
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E. A. Maxwell
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The other Geometrical Fallacies Analysed
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1959
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E. A. Maxwell
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An Analytical Calculus
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1957
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E. A. Maxwell
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THE LINEAR DIFFERENTIAL EQUATION WITH CONSTANT COEFFICIENTS; ALTERNATIVE METHOD
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1957
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E. A. Maxwell
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THE SOLUTION OF DIFFERENTIAL EQUATIONS IN TERMS OF INFINITE SERIES
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1957
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E. A. Maxwell
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LINEAR DIFFERENTIAL EQUATIONS; GENERAL PROPERTIES
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1957
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E. A. Maxwell
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THE DEFINITION OF FUNCTIONS BY INFINITE SERIES AND INTEGRALS
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1957
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E. A. Maxwell
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THE LINEAR DIFFERENTIAL EQUATION WITH CONSTANT COEFFICIENTS
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1957
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E. A. Maxwell
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Elementary coordinate geometry / E.A. Maxwell
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1957
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E. A. Maxwell
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LAPLACE'S EQUATION AND RELATED EQUATIONS
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1957
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E. A. Maxwell
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ORDINARY DIFFERENTIAL EQUATIONS
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1957
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E. A. Maxwell
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8. The solution of a quadratic equation
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1956
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E. A. Maxwell
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9. A non-function
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1956
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E. A. Maxwell
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10. There are no mutually orthogonal surfaces
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1956
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E. A. Maxwell
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7. The four points of intersection of two conics are collinear.
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1955
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E. A. Maxwell
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2485. The chance of real roots for a quadratic equation
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1955
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E. A. Maxwell
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An Analytical Calculus
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1954
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E. A. Maxwell
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THE HYPERBOLIC FUNCTIONS
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1954
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E. A. Maxwell
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Geometry and the Imagination. By D. Hilbert and S. Cohn-Vossen; translated by P. Nemenyi. Pp. ix, 357. $5. 1952. (Chelsea Publishing Company, New York)
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1953
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E. A. Maxwell
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2326. Every conic is degenerate
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1953
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E. A. Maxwell
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2263. Vanishing points
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1952
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E. A. Maxwell
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Analytical Geometry. By R. Walker. Pp. 248. 12s. 6d. 1950. (Arnold)
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1951
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E. A. Maxwell
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2190. Every conic consists of two straight lines
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1951
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E. A. Maxwell
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Premiers principes de géométrie moderne. Par Ernest Duporcq. Troisième edition par Raoul Bricard. Pp. 174. 375 fr. 1949. (Gauthier-Villars)
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1950
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E. A. Maxwell
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2120. Every spherical triangle is isosceles
|
1950
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E. A. Maxwell
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Introduction to the Algebraic Geometry of a Plane. By J.W. Archbold. Pp. xiii, 300. 25s. 1948. (Arnold)
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1949
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E. A. Maxwell
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Analytic Geometry. By Francis D. Murnaghan. Pp. viii, 402. $4.35. 1946. (Prentice-Hall)
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1948
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E. A. Maxwell
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An Introduction to Analytical Geometry, Volume II. By A. Robson Pp. 215. 10s. 6d. 1947. (Cambridge)
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1947
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E. A. Maxwell
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Some Properties of the Nine-Points Circle
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1947
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E. A. Maxwell
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Introduction to Non-Euclidean Geometry. By Harold E. Wolfe. Pp. xiii, 247. $4.50. (The Dryden Press, New York)
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1946
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E. A. Maxwell
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A Doubly Infinite System of Cyclic Quadrilaterals
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1944
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E. A. Maxwell
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1531. Transformations of Cartesian Equations
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1941
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E. A. Maxwell
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An Introduction to Analytical Geometry. I. By A. Robson. Pp. xiv, 409. 9s. 1940. (Cambridge)
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1940
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E. A. Maxwell
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Note on the Invariants of the Canonical System of an Algebraic Variety
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1937
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John A. Todd
E. A. Maxwell
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Regular canonical surfaces of genus three and four
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1937
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E. A. Maxwell
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On certain surfaces which have unpostulated singularities
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1937
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E. A. Maxwell
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On the theorem of Riemann-Roch
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1937
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E. A. Maxwell
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On Certain Transformations in Euclidean Spaces
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1937
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E. A. Maxwell
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On the Geometrical Genus of Certain Surfaces
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1936
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E. A. Maxwell
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Note on the Formula for the Number of Quadrisecants of a Curve in Space of Three Dimensions
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1935
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E. A. Maxwell
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