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JAINA BIBLIOGRAPHY
Pp. 82-87. Simultaneous quadratic equations---common forms; Gss. vii 129}, 1253, 127}; rule of dissimilar operations-Gss. VI. 2,47,51.
P. 90. Indeterminate equations of the First Degree : Kuttikara; Gss. vl. 794 etc. 115] ff. 794.
Pp. 103-104 and 124. Solution of by-ox=c; Mahävira's rules; Gss. vi. 1151 (first portion), 136} (first portion); vi, 188,187, 189.
Pp. 137-139. Simultaneous Indeterminate equations : Generalised conjunct Pulveriser : Gss. vi. 1151, 136) (last lines) and 1293, 138).
Pp. 207-210. Rational Triangles : Integral solutions --Mahāvira : Gss. vii, 93}, 903, 921 and 111).
Bibhutibhusana DATTA--'On Mahāvīra's solution of Rational triangles and Quadrilaterals'. (Bulletin of the Calcutta Mathematical Society, xx. 1928-29. Pp. 267-294). Right triangles having a given side-Gss. vii 97, 95}. Right triangles having a given Hypotenuse-Gss. vii. 95), 97), 122, 123, 1241. Problems involving Areas and Sides : Gss. vii, 112, 115, 117; Problems involving Sides but not Areas-Gss. vii. 1181, 1194, Pairs of Rectangles; Gss. vii 1311.133; Isosceles Triangles with Integral sides: Gss. vii. 108); Pairs of Rational Isosceles triangle; Gss-vii 137; Rational Scalene Triangles. Gss. vii. 110%; Triangles having a given Area: Gss. vii 154!; 156), 158, 1601–1611.
Pp. 229-245. Rational Quadrilaterals: Rational Isosceles Trapeziums; Gss. vii. 991: Pairs of Isosceles Trapeziums-Gss. vii. 173, 174); Rational Trapeziums with three equal sides; Gss. vii. 1013; Rational Inscribed Quadrilaterals-Gss. vii. 1031 1141. Inscribed Quadrilaterals having a given Area: Gss. vii. 146, 148, 150, 152; Triangles and Quadrilaterals having a given Circum-Diameter: Gss. vii, 2211.
Pp. 245-246. Single Indeterminate Equations of Higher Degrees-Gss. vii 78. Gss. ii 83; 82, & vi. 317.
Pp. 300-301. Solution of axy=bx+cy+d: Mahavira's rule; Gss. vi-284 and Gss. vi. 35.
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PRZYLUSKI, Jean -- From the Great goddess to Kala. I. H. Q. Vol XIV, Calcutta, 1938.
P. 271. By their periodicity the Kalkin and Upakalkin of Jainism are in relation to Kali and to the theory of the ages of the world,
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