List of Writings on Determinants. 171 



1886. Capelli, a. Sopra una teorema che si coUega strettamente 

 colla formola che serve ad esprimere le forme alge- 

 briche di n serie di variabili «-arie per mezzo di potenze 

 del determinanle delle variabili e di forme che di- 

 pendono da sole n-\ serie di variabili. Rendic. del 

 Circolo Mat. (Paleniio.) L, pp. 133-135- 



1886. MuiR, Th. a supplementary list of writings on determinants. 

 Quart. Journ. of Math. XXI., pp. 299-320. 



1886. Tucker, R. (An . axisymmetric three-line determinant). 

 (Problem 8609). Ediic. Times, XXXIX., p. 227 ; 

 Math, from Ednc. Times, XLVL, pp. 69-70. 



1886. Torelli, G. Alcune relazioni fra le forme invariantive di 

 un sistema di binarie. Rendic. ... Accad. ... 



(Napoli). XXV., pp. 125-134. 



1886. Rados, G. (On a theorem of determinants). [In Hungarian]. 

 Math, i's termeszett ertesito, (Budapest.) IV., pp. 268- 

 271. 



1886. Rados, G. Zur Theorie der Determinanten. Math. 



tt. natiirw. Berichte aiis Ungarn, VIII., pp. 60-64. 



1886. Anglin, a. H. On certain theorems mainly connected with 

 alternants. Proceedings Roy. Soc. Edinburgh, XIII., 

 pp. 823-839. 



1886. Heal, W. E. Expression of the coefficients of Sturm's func- 

 tions as determinants. Annals of Math. II., 

 pp. 85-89. 



1886. GiBBS, J. W. Multiple algebra. American Assoc 



XXXV., 32 pp. 



1886. Studnicka, F. J. (On the simplest deduction of the co- 

 efficients of a series which represents the reciprocal of 

 a polynomial expression of the «th degree arranged 

 according to ascending powers of x.) [In Czech.] 

 Casopis pro pestovdni math, a fys. XV., pp. 170-178. 



1886. Laurent, ri. Memoire sur les equivalences algebriques et 

 I'elimination. Nouv. Annates de Math. (3) V., pp. 



432-447. 456-460. 



1886. Loria, G. Su una proprieta del determinante di una 

 so'Stituzione ortogonale. Jorn. de sci. math, e astron. 

 (Coimbra.) VII., pp. 129-132. 



1886. MuiR, Th. (An upper limit for the value of a determinant.) 

 (Problem 14792.) Edtic. Times, LIV., p 83; Math, 

 from Educ. Times, (2) I., pp. 52-53. 



1886. Edwardes, D. (A relation connecting three determinants of 

 the second order.) (Problem 8767.) Educ. Times, 

 XXXIX., p. 372; Math, from Educ. Times, LI., p. 76. 



1886. Rogers, L. J. (A double alternant of the third order whose 

 elements are trigonometrical.) (Problem 8765). Educ. 

 Times, XXXIX., p. 372 ; Math, from Educ. Times, 

 XLVIL, pp. 88-89; Mathesis. IX., p. 128. 



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