...Differential Equation of lines of the second order," and attributes it to Monge, adding the words, " But here our powers of geometrical interpretation...otherwise useful than as a registry of integrable forms." In this vaticination, which was quite uni :xlled for, the eminent author, now unfortunately deceased,...

...line and circle are given ; but, after the differential equation of a conic, the remark is made : " Here our powers of geometrical interpretation fail,...otherwise useful "than as a registry of integrable forms." In the present paper it is sought to establish geometrical interpretations of differential equations...

...Differential Equation of lines of the second order," and attributes it to Monge, adding the words, " But here our powers of geometrical interpretation...otherwise useful than as a registry of integrable forms." In this vaticination, which was quite uncalled for, the eminent author, now unfortunately deceased,...

...mentions this form of equation as due to Monge, but without any reference, and adds the remark : " But here our powers of geometrical interpretation...otherwise useful than as a registry of integrable forms." The theory of Reciprocante, however, furnishes both a simple interpretation of the Mongian equation...

...often considered by mathematicians. In the first place, we have the late Dr. Boole's statement that "here our powers of geometrical interpretation fail,...otherwise useful than as a registry of integrable forms " ("Diff. Equ.," pp. 19-20). We have next two attempts to interpret the equation geometrically. The...

...often considered by mathematicians. In the first place, we have the late Dr. Boole's statement that " here our powers of geometrical interpretation fail,...otherwise useful than as a registry of integrable forms " ("Diff. Equ.," pp. 19-20). We have next two attempts to interpret the equation geometrically. The...

...of all conies was discovered by Monge. Dr. Boole, in his Differential Equations, p. 20, remarked : "But here our powers of geometrical interpretation...otherwise useful than as a registry of integrable forms." A remarkable interpretation which calls for notice has however been recently offered by Mr. A. Mukhopadhyay,...

...Differential Equativm, p. 20, remarked : " But here our powers of geometrical interpretation fail, aud results such as this can scarcely be otherwise useful than as a registry of integrable forms." A remarkable interpretation which calls for notice has, however, been recently offered by Mr. A. Mukhopadhyay,...

...Differential Equation of lines of the second order," and attributes it to Monge, adding the words, " But here our powers of geometrical interpretation...otherwise useful than as a registry of integrable forms." In this vaticination, which was quite uncalled for, the eminent author, now unfortunately deceased,...

...mentions this form of equation as due to Monge, but without any reference, and adds the remark : " But here our powers of geometrical interpretation...otherwise useful than as a registry of integrable forms." The theory of Reciprocants, however, furnishes both a simple interpretation of the Mongian equation...