List of Writings on Determinants. i79' 



889. KoNiGSBERGER, L. Uebcr eine Determinantenbeziehung 

 in der Theorie der Differentialgleichungen. Crdlcs 

 Joiirn. CV.. pp. T 70-1 79. 



889. Robinson, L. W. (A circulant whose elements are coeffi- 

 cients of the expansion of (i+.r)"- (Problem 10254.) 

 Educ. Times, XLII.. \). 332 ; MaUi. from Edt4C. 



Times, LIV., p. 54. 



889. MuiR, Th. The theory of determinants in the historical 

 order of its development. Part. I. Determinants in^ 

 general. 1841 -1844. Proceedings Roy. Soc., Edin- 



burgh. XVI., pp. 748-772. 



889. MiTiR. Th. Note on Cayley's demonstration of Pascal's 

 theorem. Proceedings Roy. Soc. Edinburgh, XVII.,. 



pp. 18-22. 



889. MuiR, Th. On self-conjugate permutations. Proceedings 

 Roy. Soc. Edinburgh, XVII., pp. 7-13. 



889. Netto, E. Ueber den grossten gemeinsamen Teiler zweier 

 ganzer Functionen. Mitt. d. math. Gcs. (Hamburg). 



II., pp. 36-43. 



889. MuiR, Th. On a rapidly converging series for the extraction 

 of the square root. Proceedings Roy. Soc, Edin- 



burgh, XVII., pp. r4-i8. 



889. FiSKE, T. S. Notes on modem higher algebra. Mess- 



enger of Math. (2) XIX., pp. 89-91. 



889. How'SE, G. F. (Final expansion of a special persymmetric 

 determinant.) (Problem 103^4.) Educ. Times, 



XLII., p. 483- 



889. Voss, A. Ueber einen Satz aus der Theorie der Determin- 

 anten. Sitzungsb. ... Akad. d. Wiss. (Miinchen).. 



XIX., pp. 329-339. 



889. Gambioli, D. Sulle frazioni continue. Rendic. ... Accad 



(Bologna), pp. 33-55. 



889. Croke, J. O'B. (A special determinant of the third order). 

 (Problem 10404). Educ. Times, XLII., p. 523. 



889. Weihrauch, K. Ueber eine algebraische Determinante mit 

 eigenthiimlichen Bildungsgesetz der Elemente. Zeit- 

 schrift f. Math. u. Phys. XXXVI.. pp. 34-40. 



889. Weihrauch, K. Ueber gewisse goniometrische Determin- 

 anten und damit zusammenhangende Systeme von 

 lineare Gleichungen. Zeitschrift f. Math. u. 



Phys. XXXVI., pp. 71-77. 



889. CosSERAT. E. Sur les formes bilineaires. Annalcs 



Eaculte des Sci. (Toulouse). III., M., pp. 1-12. 



889. Mertens, F. (Ueber die Determinante, deren Elemente die 

 Werthe sind. welche- n ! ganze Functionen von n Varia- 

 beln .I'l, x.y, ...,.r„ in Folge aller moglichen Permutati- 

 onen dieser Variabeln annehmen.) Denksch. ... 



Akad. d. Wiss. (Cracovia). XVI.. pp. 60-69. 



