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Geometrical Study of Yagya Kunda

Author Affiliations

  • 1Dept. of Mathematics, B.B.M.K.U. Dhanbad, Jharkhand, India
  • 2Dept. of Mathematics, B.B.M.K.U. Dhanbad, Jharkhand, India

Res. J. Mathematical & Statistical Sci., Volume 14, Issue (1), Pages 6-10, January,12 (2026)

Abstract

Geometry is the word without which we can never expect the development in the world we have and we will have in future .But the story behind the development of it is very interesting and depicts us the importance of mathematics and its accuracy. Figures always have their own language and a systematic figure can say everything which is the result of mathematical geometry. All the gradual development of geometry, algebra, arithmetic directly associated to only one term which ‘Yagya’. Yagya is the predominant deed and our civilisations always acknowledge its importance. Construction of various ‘Yagya kunda’ gave the birth of geometry. Systematic arrangement of bricks with different patterns in 5 layers of kunda construction gave the birth of algebra. Finding out the diagonal of square kunda evaluated the value of √2 . Construction of Asvameda vedi evaluated the value of √3. Construction of Rathachakraciti created a problem and the solution of this problem gave the birth of A.P. (Arithmetic Progression) . Today it seems very true that if we have to get actual knowledge of Mathematics then we must look back towards our Veda , Puranas, Dharmasutra, Grahyasutra and other spiritual texts which will give us incite in the form of capsule that our ancient Mathematicians Baudhayana, Apastamba, Katyayana, Manava, Bhaskara etc. used to employ in various spiritual contexts. This paper will also include a new formula to construct a Yagya kunda having a huge kunda to treat Covid 19 like bronchial diseases in mass level. It will provide a new formula to find area of different kunda of respective lengths. At last it will provide a very easy method to construct Yagya kunda of Vulvar shape.

References

  1. Kularia D.P. (2004)., Sulbasutra a critical study, Maharsi Dayanand University, Rohtak, Haryana., http://hdl.handle.net/10603/44468
  2. Muller Max (1860)., A History of Ancient Sanskrit Literature. Williams and Norgate, 14., Henrietta Street, Convent Garden, London and 20 South Fredrick Street Edinburegh.
  3. Deka R.C. (2005)., An analytical study of continuous and chronological development of mathematics in India from the beginning to the nineteenth century A.D.., Gauhati University, Assam, http://hdl.handle.net/10603/66499
  4. Samvedam D. (2020)., A study of the specialty of geometry as presented in Sulba Sutra of the Kalpa Yedanga, Andhra University, Andhra Pradesh., http://hdl.handle.net/10603/368473
  5. Varshney P. (2000)., Baudhayana Sulba Sutra mein Nihit Jyamiti Ganit ke prayog ek Samalochna, Dr. B. R. Ambedkar University, Agra., http://hdl.handle.net/ 10603/327587.
  6. Trivedi M.S. (2020)., Yagya and its philosophy in vedic literature,Maharaja Sayajirao University of Baroda Gujrat.,
  7. Joshi R., Shriwastav A., Manek V., Tiwari P., Dixit A., Kumar Mishra S., ... & Pandya C. (2021)., Advancement of Research on Yagya-National Symposium Consensus., Interdisciplinary Journal of Yagya Research, 4(2), 28-39.
  8. Devi, R. (2013)., Pracheen Bharat mein yagya ki avdharana avam uske badalte aayam, Chhatrapati Sahuji Maharaj University, U.P. http://hdl.handle.net/ 10603/277754, undefined
  9. Chandel, E. (2022)., Mathematical and Scriptural Aspect of Yagya Mandap Construction., Interdisciplinary Journal of Yagya Research, 5(1), 20-29.
  10. Das, B. C. and Mukherjee B. N. (1987)., Higher Trigonometry., Dwijendranath Dhub L.L.B. for U. N. Dhub & Sons private Ltd. 15, Bankim, Chatterjee Street, Calcutta 12, India. pp 130-132. ISBN :978-93-80673-83-7
  11. Motlani, J. (2020)., The size and shape of Yagya Kund: Mathematical and spiritual aspects., Interdisciplinary Journal of Yagya Research, 3(1), 08-14.
  12. Goud, V.S. and Kavyatirth, V. (1944)., Yagya Mimansa page-2, CC-0. Mumukshu Bhawan Varanasi Collection., Digitised by eGangotri.
  13. Sharma, S. (2021)., Mandapkundasiddhi, Page-54, Chaukambha Krishnadas Academy, Varanasi, ISBN: 978-81-218-0111-7, undefined
  14. Katyayana (2000)., Mandapkundasiddhi, Chaukambha Surbharti Prakashan., Varanasi, pp 2-35, ASIN: B06XR TTF7V
  15. Dani, S. G. (2023)., Ancient Indian Mathematics: Sulbasutras–A Mathematical Review., Handbook of the History and Philosophy of Mathematical Practice, 1-73.
  16. Nayana J., & Samarth, J. (2024)., Ancient Indian mathematician-baudhayana and the value of √2., International Research Journal on Advanced Engineering and Management, 2(9), 2922-2924.
  17. Bansal P., Kaur, R., Gupta, V., Kumar, S., & Kaur, R. (2015)., Is there any scientific basis of hawan to be used in epilepsy-prevention/cure?., Journal of epilepsy research, 5(2), 33.
  18. Jayashankara K. (2007)., Sulbasutra a critical analysis, Manglore University, Karnataka., http://hdl.handle.net/ 10603/132298
  19. Gadgil M. (2008)., The concept of place in vedic ritual, Savitribai Phule Pune University, Maharashtra., http://hdl.handle.net/10603/152811.
  20. Kumar R. (2019)., Satpath Brahmane Yagya vedi vigyan ka vishleshnatmak Adhayan., Maharshi Dayanand University, Rohtak, Haryana.
  21. Bag, A. (1968)., History of the development of mathematics in ancient and medieval India., University of Calcutta. West Bengal. http://hdl.handle.net/ 10603/157261