cover image: Bulletin of the Calcutta Mathematical Society  1918-19

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Bulletin of the Calcutta Mathematical Society 1918-19

1919

Authors of Papers intended for communication to the Society are requested to draw up Abstracts of their Papers to be read at the meetings of the Society and to he circulated if possible the Abstracts to indicate the nature of the methods employed and the character of the results obtained. [...] I have also given the solution of an allied problem which involves the determination of the law of density in an infinite rod when the total attraction at any point is given as an arbitrary function of the perpendicular distance of the point from the rod the law of force being the Newtonian Law. [...] If for the sake of simplicity the mass of the particle 0 the density of the rod and the constant of attraction be taken equal to unity then the attraction along OP due to an element dt at P on the rod (MP= t) is (r) dt and its resolved part along OM is (r) cos 0 dt 0 being the angle MOP. [...] a function tfi (t) of the distance t from M the foot of the perpendicular from the external point 0. To find the function if by observation the total attraction of a mass at 0 which attracts according to the inverse square of the distance along the perpendicular OM is known. [...] Further results on the harmonics C„ 09 S„"` (64 0) and the solutions of the wave-equation and their applicationsto other physical problems will be published in due course." On the numerical calculation of the roots of the equations P.m(p)=0 and !IL P„'(p)=0 regarded as equations in n. [Part II] BY BHOLANATII PAL In my first paper 1 " On the numerical calculation of the roots of the equations E
technology medicine science
Pages
76
Published in
India
SARF Document ID
sarf.120023
Segment Pages Author Actions
Frontmatter
i-v unknown view
On a Special Square Matrix of Order Six
127-140 C.E. Cullis view
On the Formation of Optical Images by a Diffracting Boundary. [With a Plate]
141-150 Bhupendra Das view
On Joachimsthal’s Attraction Problem
151-156 Sasindra Dhar view
On the Potentials of Heterogeneous Incomplete Ellipsoids and Elliptic Discs
157-178 Nikhilranjan Sen view
On the Wave-Equation in Ellipsoidal Co-ordinates
179-186 Sudhansukumar Banerji view
On the Numerical Calculation of the Roots of the Equations Pn/m (μ)=0 and d/dμ Pn/m (μ)=0 Regarded as Equations in n. [Part II]
187-194 Bholanath Pal view
Notes
195-197 unknown view

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