Titlebook: Kara?apaddhati of Putumana Somayājī; Venketeswara Pai,K. Ramasubramanian,M.D. Srinivas Book 2018 Springer Nature Singapore Pte Ltd. 2018 a

scotoma

Obtaining the planetary longitudes,n order, are 14 (.), 18 (.), 53 (.) and 51 (.) [for Mars]; 07 (.), 05 (.), 31 (.) and 29 (.) [for Mercury]; 07 (.), 04 (.), 16 (.) and 15 (.) [for Jupiter]; 04 (.), 02 (.), 59 (.) and 57 (.) [for Venus]; 09 (.), 13 (.), 09 (.) and 08 (.) [for Saturn]. These are stated separately for different quadrants after being divided (.) by 270.

殺蟲劑

Book 2018adition, the .kara?a .texts are essentially computational manuals, and they often display a high level of ingenuity in coming up with simplified algorithms for computing planetary longitudes and other related quantities. .Kara?apaddhati., however, is not a .kara?a .text. Rather, it discusses the .pa

Commonplace

訓誡

冥想后

厚臉皮

Examination of the revolution numbers etc.,Based on a thorough examination of the position of the planets at the time of eclipses, planetary conjunctions, and so on, the revolution numbers etc. [of the planets] in a . have to be conceived of for achieving concordance with observations.

DIS

戲法

Gnomonic shadow,The hypotenuse of the gnomon (.) is obtained by taking the square root of the sum of 144 (.) and the square of the mid-day shadow [of the gnomon] on the equinoctial day (.).1 The mid-day shadow on the equinoctial day when multiplied by the radius (.) and divided by that [hypotenuse] would be the Rsine of the terrestrial latitude (.).

凹處

MUTE

https://doi.org/10.1007/978-981-10-6814-0Indian astronomy; Mean planets; Vallyupasa?hāra technique; kendraphalas; hārakas; kalpādidhruvas; Rsines; p