0870 Algebra of Logic 



Logical equations, methods of solution, and 

 inverse method of mathematical logic. 

 Poryetskii, P. S. (xn) [1882] Kazan S. 

 Nt. (Ps.-Mth.) P. 2 (1884) 161-. 



form of geometrical theorems. Macfarlane, 

 A. A. Mth. 3 (1887) 154-. 



functions, theorems concerning. Nagy, A. 

 Ev. Mth. 6 (1896-99) 21-. 



notation, a new system. Murphy, J. J. 

 Manch. Lt. Ph. S. Mm. & P. 2 (1889) 

 22-. 



propositions, on the transformations. 

 Murphy, J. J. Manch. Lt. Ph. S. Mm. 8 



(1884) 132-. 



quantities, graphical representation. Nagy, 

 A. Em. E. Ac. Line. Ed. 6 (1890) (Sem. 2) 

 50-, 373-, 393. 



spectrum. Macfarlane, A. Ph. Mg. 19 



(1885) 286-. 



, method, application to Boole's pro- 

 blem. Macfarlane, A. Am. As. P. (1890) 

 57-. 



Magnitudes, theory. Burali-Forti, C. Ev. Mt. 



3 (1893) 76-. 



Mathematical logic, first principles. Poryetskii, 



P. S. (xn) [1880] Kazan S. Nt. (Ps.-Mth.) 



P. 1 (1883) [Ufa 2)] 2-. 

 , some applications in arithmetic. B unite - 



kij, E. Fschr. Mth. (1897) 63. 

 , studies. Peano, G. Tor. Ac. Sc. At. 



32 (1896) 361- or 565-. 

 Mechanical performance of logical inference. 



Jevons, W. S. [1869] Phil. Trans. 160 



(1870) 497-. 

 Notations, various, for expressing propositions 



of logic. Venn, J. [1880] Camb. Ph. S. P. 



4 (1883) 36-. 



Numerically definite propositions. Boole, G. 

 [1868] Camb. Ph. S. T. 11 (pt. 2) (1869) 

 396-. 



reasoning, system. Jevons, W. S. 

 [1870] Manch. Lt. Ph. S. Mm. 4 (1871) 

 330-. 



Eelation between the logical theory of classes 



and the geometrical theory of points. Kempe, 



A. B. [1890] L. Mth. S. P. 21 (1891) 



147-. 

 Eelations between logical magnitudes. Nagy, A . 



Mh. Mth. Ps. 4 (1893) 147-. 

 members of a system. Amicis, E. de. 



Ev. Mt. 2 (1892) 113-. 

 Straight lines, fundamental geometry of. 



Vaikiti, G. Ev. Mt. 2 (1892) 71-. 

 Syllogism, on the. Harris, J. R. J. H. Un. 



Cir. [3] (1884) 130-. 



Syllogisms of transposed quantity. De Mor- 

 gan, A. Camb. Ph. S. T. 10 (1864) 



355*-. 

 Symbolical language, growth and use. McColl, 



H. [1881] Manch. Lt. Ph. S. Mm. 7 (1882) 



225-. 

 Symbols of logic, and theory of the syllogism. 



De Morgan, A. [1846-50] Camb. Ph. S. T. 



8 (1849) 379- ; 9 (1856) 79-. 

 Types of compound statement involving 4 



classes. Clifford, W. K. Manch. Lt. Ph. 



S. P. 16 (1877) 88-. 



VOL. I. 



Theory of Groups. General 1200 



Theory of Groups. 

 1200 General 



Adjoint operations. Pincherle, S. Bologna Ed. 



2 (1898) 130-. 

 Anharmonic curves. Bioche, C. Par. S. Phlm. 



Bll. 5 (1893) (C. R. No. 10) 2. 

 Constancy of factor-groups, Holder's theorem. 



Brown, G. L. N. Y. Am. Mth. S. Bll. 1 



(1895) 232-. 



Distributive operations and homography. Pin- 

 cherle, S. Mil. I. Lomb. Ed. 29 (1896) 397-. 

 Finite and infinite groups. Bettazzi, R. Tor. 



Ac. Sc. At. 31 (1895) 362- or 506-. 

 Functional substitution equations. Bottcher, E. 



Wiad. Mt. 4 (1900) 233-. 

 Group-characteristics. Frobenius, G. Berl. 



Ak. Sb. (1896) 985-. 

 , composition. Frobenius, G. Berl. Ak. 



Sb. (1899) 330-. 

 and subgroups, relations. Frobenius, G. 



Berl. Ak. Sb. (1898) 501-. 

 Group and number. Bettazzi, R. Tor. Ac. 



Sc. At. 31 (1895) 304- or 446-. 



theory and its application. Zorawski, K. 

 Krk. Ak. (Mt.-Prz.) Ez. 6 (1893) 289-; Crc. 

 Ac. Sc. Bll. (1893) 145-. 



Groups, complete theory. Kirkman, T. P. 

 [1863] Manch. Ph. S. P. 3 (1862-63) 133-, 

 161- ; 4 (1865) 171-. 



depending on n =l. Cayley, A. Ph. Mg. 

 7 (1854) 40-, 408 ; 18 (1859) 34-. 



of functions. Pincherle, S. Bologna Ac. 

 Sc. Mm. 6 (1884) 205-. 



, functions given by. Kirkman, T. P. 

 Manch. Lt. Ph. S. Mm. & P. 4 (1891) 315- ; 

 5 (1892) 23-. 



and generators, systems. Fulco, P. Catania 

 Ac. Gioen. At. 12 (1899) Mm. 12, 14 pp. 



of interchangeable elements. Frobenius, G. , 

 <& Stickelberger, L. [1878] Crelle J. Mth. 

 86 (1879) 217-. 



involution, transformations. Montesano, 



D. Yen. I. At. (1887-88) 1425-. 



and many -valued functions. Kirkman, T. P. 

 [1861] Manch. Ph. S. Mm. 1 (1862) 274-. 



of order 8 !/2. Schottenfels, I. M. N. Y. 

 Am. Mth. S. Bll. 6 (1900) 440-. 



related to regular bodies in n -dimensional 

 space. Schoute, P. H. B. A. Ep. (1894) 

 562-. 



, systems of. Dickson, L. E. N. Y. Am. 



Mth. S. Bll. 3 (1897) 265-. 

 , theory. Cayley, A. [1877-89] L. Mth. 



S. P. 9 (1877-78) 126- ; Am. J. Mth. 11 



(1889) 139-. 

 , and graphical representation. Cayley, A. 



Am. J. Mth. 1 (1878) 174- . 

 Imprimitive groups. Kuhn, H. W. N. Y Am 



Mth. S. Bll. 7 (1901) 113, 116-. 



and soluble groups. Soderberg, J. T. [1899] 

 Ups. S. Sc. N. Acta 20 (1904) No. 1, 26 pp. 



Infinite order, groups of. Miller, G. A. [1900] 

 N. Y. Am. Mth. S. Bll. 7 (1901) 121-. 



65 



