0000 Philosophy 



Geometric calculus, principles of. Macfarlane, 

 A. [1900] N. Y. Am. Mth. S. Bll. 7 (1901) 

 158, 178. 



methods considered from the philosophical 

 and historical points of view. Galdeano, 

 Z. G. de. Fschr. Mth. (1892) 500. 



Geometry applied to practical life. Pearson, K. 

 Nt. 43 (1891) 273-. 



as a purely logical system. Fieri, M. [1900] 

 N. Y. Am. Mth. S. Bll. 7 (1901) 158, 171-, 

 234. 



Hegel and metaphysics of fluxional calculus. 



Smith, W. B. Edinb. K. S. T. 25 (1869) 491-. 

 Induction, Aristotle's account. Whewell, W. 



[1850]. Camb. Ph. S. T. 9 (1856) 63-. 



and deduction. Jones, E. E. G. Nt. 46 (1892) 

 293-. 



. Russell, F. G. Nt. 46 (1892) 586-. 



. Jones, E. E. G. Nt. 46 (1892) 587-. 



. Dixon, E. T. [1892] Nt. 47 (1892- 



93) 10-. 

 . Jones, E. E. C. Nt. 47 (1892-93) 



78-. 

 , mathematical. Colecchi, 0. II Progresso, 



17 (1837) 55-. 



, . Wundt, W. Ph. Stud. 1 (*1883) 90-. 

 , , applications. Valeriani, V. G. Mt. 15 



(1877) 34-. 



in mathematics. Hadamard, J. [1900] 

 N. Y. Am. Mth. S. Bll. 7 (1901) 158, 181. 



Inference, theory of mathematical. Stokes, 



G. J. Am. As. P. (1899) 71. 

 Infinite and infinitesimal quantities. Doolittle, 



. Smiths. Misc. Col. 33 (1888) Art. 1, 133-. 



(Wash. Ph. S. Bll. 6 (1884).) 



numbers, various opinions. Cantor, G. 

 Stockh. Ak. Hndl. Bh. 11 (1887) No. 19, 

 10pp. 



, , Cantor's article. Enestrom, G. 



Stockh. 6'fv. (1885) No. 10, 69-. 



real integers, and their relation to each other. 

 Cantor, . D. Nf. [B.] (*1883) 57. 



Infinitesimal calculus, metaphysic of. Sa- 

 poretti, A. Bologna Ac. Sc. Mm. 5 (1895-96) 



309-. 

 Infinity, conception of in mathematics and 



natural science. Cranz, C. Ph. Stud. 11 



(1895) 1-. 

 , mathematical and metaphysical. Frances- 



chinis, F. M. Ven. Aten. Esercit. 1 (1827) 



317-. 

 Introduction to course of mathematics. Ger- 



gonne, J. D. Gergonne A. Mth. 21 (1830-31) 



305-. 

 Intuition and logic in mathematics. Poincare", 



H. N. Y. Am. Mth. S. Bll. 7 (1901) 71-. 

 Iteration as the fundamental mathematical 



operation. Schapira, H. D. Nf. Vh. (1893) 



(Th. 2, Halfte 1), 8-; D. Mth. Vr. Jbr. 3 



(1894) 88-. 



Language, scientific basis of an artificial. Mac- 

 farlane, A. N. Y. Mth. S. Bll. 1 (1892) 



189-. 

 Law of continuity. An apparent violation. 



Boget, P. M. Ph. Mg. 3 (1828) 118-, 203-. 

 Logic and intuition in mathematics and in 



teaching. Poincart, H. Ens. Mth. 1 (1899) 



157-. 



Philosophy 0000 



Logic, mathematical. Peano, G. As. Fr. C. B. 



(1894) (Pt. 2) 222-. 

 Logical equalities with three terms. Poretsky, 



P. [1900] N. Y. Am. Mth. S. Bll. 7 (1901) 



158, 172-. 

 Mathematical form, theory. Kempe, A. B. 



E. S. P. 38 (1885) 393- ; Phil. Trans. 177 



(1887) 1- ; E. S. P. 42 (1887) 193-. 



problems, and the development of mathe- 

 matics. Hilbert, D. Ens. Mth. 2 (1900) 

 349-. 



reasoning, nature of. Poincare, H. [1894] 

 Kazan S. Ps.-Mth. Bll. 8 (1899) (Prot.) 74-. 



science, relation of parts to fundamental 

 idea. Price, B. Ashmol. S. T. 2 (1849) 

 23 pp. 



sciences, modern classifications. Dickstein, 

 S. Wiad. Mt. 2 (1898) 181- ; Fschr. Mth. 

 (1898) 42. 



studies and deductive inference. Pirez, E. 

 Mex. S. "Alzate" Mm. 8 (1894) 315-. 



theory of composition of sensations. De La 

 Rive, L. Gen. S. Ps. Mm. 30 (1890) No. 4, 

 99 pp. 



thought. Newcomb, S. [1893] N. Y. Mth. 

 S. Bll. 3 (1894) 95-. 



Mathematics applied to natural history. Bu- 



quoy, G. von. Oken Isis (1825) 1266-. 

 , basis of. Lipps, G. F. Ph. Stud. 9 (1894) 



151-, 358-; 10 (1894) 169- ; 11 (1895) 254-; 



14 (1898) 157-. 

 , certainty in. Burja, . Berl. Mm. Ac. 



(1802) 3-. 

 , experimental groundwork. Hoppe, B. D. 



Nf . Tbl. (*1876) (Beil.) 60-. 

 , first notions. Liotard, . Gard Aperpu 



Tr. (1822) 171-. 

 , fundamental notions. Cugnin, E. Ev. Sc. 



6 (1896) 193-, 264-. 

 , principles. Alexander, S. Silliman 



J. 7 (1849) 178-, 329-. 

 , Her hart's view of place in education. 



Greenstreet, W. J. Mth. Gz. No. 2 (1894) 9-. 



and " natural history" <fec., common methods 

 of reasoning. Heron, B. Tilloch Ph. Mg. 

 11 (1801) 294-. 



and natural science, mutual relations. Wild, 

 J. St Gal. B. (1885-86) 101-. 



sciences, relation. Zech, J. D. Nf. 



Vsm. B. (1844) (Ab. 2) 12-. 



and physics, relation to other sciences. 

 Jellett, J. H. B. A. Ep. (1874) (Sect.) 1-. 



, study of, influence. Gyory, S. Evk. 2 

 (1835) (Pt. 2) 23-. 



and theory of knowledge. Milhaud, G. 

 Ev. Sc. 39 (1887) 195-. 



, usefulness to knowledge and mankind. 

 Schiibler, E. Oken Isis (1842) 167-. 



Mean values, principle. De Morgan, A. (rx) 

 [1853] Camb. Ph. S. P. 1 (1866) 123-. 



Mill's theory of geometrical reasoning mathe- 

 matically tested. Smith, W. B. Edinb. E. 

 S. P. 6 (1869) 477-. 



Most probable existence, principle of. Gosiewski, 

 W. Prace Mt.-Fiz. 3 (1892) 55-; Fschr. 

 Mth. (1892) 73-. 



Multiplication and division of concrete quanti- 

 ties. Lodge, A. Nt. 38 (1888) 281-. 



