2010 Determinants 



Hessian determinant of Hessian of surface of 

 3rd order. Bauer, G. Munch. Ak. Ab. 14 

 (1883) (Ab. 3) 77-. 



determinants, theory. Pasch, M. Crelle 

 J. Mth. 80 (1875) 169-. 



Higher algebra, and theorems in determinants. 

 Zeipel, E. V. von. Stockh. Ak. Hndl. 3 

 (1859-60) 32 pp. 



Identities, composition, and relation to deter- 

 minants. RensJuiio, A. Mess. Mth. 4 

 (1868) 34-. 



in determinants. Hunyady, J. [1882] (xn) 

 Mag. Tud. Ak. Etk. (Mth.) 9, No. 10 (1882) 

 19 pp. ; (x) Crelle J. Mth. 94 (1883) 171- 



rational functional determinants. 

 Prouhet, E. N. A. Mth. 15 (1856) 86-. 



Infinite determinants. Poincare, H. Par. S. 



Mth. fill. 14 (1886) 77-. 

 . Roberts, E. H. A. Mt. 10 (1895-96) 



35-. 



. Cazzaniga, T. A. Mt. 26 (1897) 143-. 



applied to functional equations. Koch, 



H. von. Stockh. Ak. Hndl. Bh. 25 (1900) 



(Afd. 1) No. 5, 24 pp. 



linear homogeneous differential 



equations. Koch, H. von. Stockh. Ofv. 



(1890) 225-, 499-; Fschr. Mth. (1890) 316. 



, convergence. Koch, H. von. [1896] 

 Stockh. Ak. Hndl. Bh. 22 (Afd. 1) (1897) 

 No. 4, 31 pp. 



, theory. Koch, H. von. Stockh. Ofv. 



(1890) 411- ; Fschr. Mth. (1890) 185. 

 Integral elements, reduction of systems of n a . 



Kronecker, L. Crelle J. Mth. 107 (1891) 



135-. 

 Irregular determinants, formation. Perott, J. 



Crelle J. Mth. 95 (1883) 232-; 96 (1884) 



327-. 

 and subtriplicate forms. Mathews, G. B. 



Mess. Mth. 20 (1891) 70-. 

 Jacobian of functions, extension of theory. 



Gomes Teixeira, F. Mh. Mth. Ps. 1 (1890) 



481-. 

 , property of the. Faa de Bruno, F. Am. 



J. Mth. 3 (1880) 154-. 

 Jacobians, a proposition relating to. Peano, G. 



G. Mt. 27 (1889) 226-. 

 Kronecker's linear relation among minors of 



symmetric determinant. White, H. S. 



N. Y. Am. Mth. S. Bll. 2 (1896) 136-. 

 Lame", proof of theorem of. Trzaska, W. 



Par. T. Nauk. Sc. Pam. 10 (*1878) Art. 9, 



3 pp. 

 Laplace's theorem for the distribution of a 



determinant, extension. Netto, E. Crelle 



J. Mth. 114 (1895) 345-. 

 Linear forms and determinants. Mtray, C. 



Liouv. J. Mth. 10 (1884) 181-. 

 , theorem on system of. Frattini, G. 

 Km. B. Ac. Line. Bd. 2 (1886) (Sent. 1) 



Magic squares, relation to theory of deter- 

 minants. Studnicka, F. J. Prag Sb. (1876) 

 269-. 



Maximum modulus which a determinant can 

 have. Hadamard, . C. B. 116 (1893) 

 1500-. 



Determinants 2010 



Minor determinants. Janni, G. G. Mt. 1 



(1863) 270-. 

 of an adjoint determinant. Hoza, F. 



Arch. Mth. Ps. 59 (1876) 401-. 

 linearly equivalent quadratic functions, 



relation. Sylvester, J. J. Ph. Mg. 1 (1851) 



295-. 

 symmetrical determinant, property. 



Hazzidakis, J. N. [1880] Crelle J. Mth. 



91 (1881) 238-. 

 systems. Kronecker, L. Berl. Ak. 



Sb. (1882) 821-. 

 . Mehmke, R. Mth. A. 26 



(1886) 209-. 



, linear relations. Runge, C. 

 Crelle J. Mth. 93 (1882) 319-. 



, theory. Hoza, F. Arch. Mth. Ps. 



59 (1876) 387-. 



Minors of a determinant of Hankel, relations 

 between. Cazzaniga, T. Mil. I. Lomb. Bd. 

 31 (1898) 610-. 



, relation between. Vanecek, M. N. 



Prag Sb. (1886) (Mth.-Nt.) 21-. 



, law of extensible. Muir, T. [1881] 

 Edinb. B. S. T. 30 (1883) 1-. 



, principal, of a symmetrical determinant. 

 Schultze, E. Bll. Sc. Mth. As. 10 (1876) 

 242-. 



Multinomial determinant. Segar, H. W. 

 Mess. Mth. 21 (1892) 177-. 



Multiple determinants, properties. Deruyts, J. 

 Liege S. Sc. Mm. 9 (1882) (No. 7) 11 pp. 



Multiplication of trigonometric and hyperbolic 

 functions. Trzaska, W. Par. T. Nauk 

 Sc. Pam. 10 (*1878) Art. 8, 7 pp. 



Normal determinants, reciprocals of. Caz- 

 zaniga, T. Tor. Ac. Sc. At. 34 (1898) 351- 

 or 495-. 



Numerical determinant, calculation. Cazza- 

 niga, T. G. Mt. 36 (1898) 362-. 



, sign of term, rule. Mainardi, G. 

 Mil. At. I. Lomb. 1 (1858) 105-. 



0, a certain differential, determinantal operator. 



Vivanti, G. Palermo Cir. Mt. Bd. 4 (1890) 



261-. 

 Orders of conditions that minors of different 



degree of given matrix may vanish. Segre, C. 



Bm. B. Ac. Line. Bd. 9 (1900) (Sem. 2) 253-. 

 Orthogonal substitutions. Jacobi, C. G. J. 



Crelle J. 15 (1836) 309-. 

 Orthogonants, property. Loria, G. G. Teix. 



J. Sc. 7 (1886) 129-. 

 , theory. Netto, E. Acta Mth. 19 (1895) 



105-. 

 Orthosymmetric determinants. Brunn, H. 



Z. Mth. Ps. 37 (1892) 291-. 

 Partial compounds. Nansoii, E. J. Mess. 



Mth. 28 (1899) 17-. 



determinants, theorem of Jacobi, generali- 

 sation. Barbier, E. C. B. 97 (1883) 

 82-. 



differentials as determinants. Gubkin, I. S. 

 [1880] Mosc. S. Sc. Bll. 73 (No. 1) (1891) 

 29-. 



Pascal's triangle, certain of whose elements 

 constitute a determinant, properties of 

 latter. Pincherle, S. G. Mt. 19 (1881) 385-. 



134 



