सिद्धान्तशिरोमणि: गणिताध्याय (भास्कराचार्य - ग्रहगणित, मध्यमाधिकार व स्पष्टाधिकार सटीक)

506 Bhagrahayuti (Conjunction of a planet with respect to a star) The longitudes of the stars (professed to be polar). The polar longitudes of the stars from Aswini includ- ing Abhijit are as follows. R d m R d m Aswinī 0- 8- 0 Swātī 6-19- 0 Bharaṇī 0-20- 0 Visākhā 7- 2- 5 Kritticā 1- 7-18 Anūrādhā 7-14- 5 Rohiṇī 1-19-18 Jyeṣṭhā 7-19- 5 Mṛgasīrṣa 2- 3- 0 Mūlā 8- 1- 0 Ārdrā 2- 7- 0 Purvāṣādhā 8-14- 0 Punarvasū 3- 3- 0 Uttarāṣādhā 8-20- 0 Puṣyamī 3-16- 0 Abhijit 8-25- 0 Asreṣā 3-18- 0 Sravaṇam 9- 8- 0 Makhā 4- 9- 0 Dhaniṣṭhā 9-20- 0 Purvāphalgunī 4-27- 0 Satabhiṣak 10-20- 0 Uttarāphalgunī 5- 5- 0 Purvābhādrā 10-26- 0 Hasta 5-20- 0 Uttarābhādrā 11- 7- 0 Chitrā 6- 3- 0 Revatī 0- 0- 0 Comm. In the enumeration of these longitudes, Bhāskara makes three statements which we have to note. (1) That these longitudes are rectified for Āyana-Dṛk- Karma ie. that they are polar longitudes, (2) That the longitudes of Kritticā and Rohinī are less by 32′. (The longitudes shown in the table above are those incorporating this specified correction), (3) That the longitudes of Visākhā, Anūrādhā and Jyeṣṭhā are to be increased by 5′. (This correction is also incorporated in the table given above).