• K. Subedi Department of Mathematics, Mechi Multiple Campus, Tribhuvan University, Nepal
  • D. Panthi Department of Mathematics, Valmeeki Campus, Nepal Sanskrit University, Nepal
  • K. Jha Department of Mathematics, School of Science, Kathmandu University, Nepal
  • C.R. Bhatta Central Department of Mathematics, Tribhuvan University, Nepal



Contraction, Convergence, Fixed Point, Meditation, Non-Linear, Yoga


It is true that all living things and all the mechanisms of entire universe are guided by mathematical relations and results. The theory of fixed point is one of the most leading gears of modern mathematics and its results are the most generally useful in mathematics which gives the solution of non-linear problems of various fields of modern subjects [9]. Also, the human brain can perform the intellectual courses that still have not been performed by digital computers. It may therefore be seen that quantum mechanics is very much associated with the consciousness of mankind [21]. Yoga is one of the few ways to understand the eventual reality mentioned in Vedanta, quantum physics and mathematics as well [19]. This paper investigates the role and importance of fixed point in eastern philosophies especially with yoga along with meditation focusing that mathematics plays a significant role in yoga philosophy.


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Apostal, T. M. (1842). Mathematical Analysis. (2). India: Narosa Publishing House

Arun, S. A. & Darshan, . S. (2010). (pp. 218-219) Kathmandu; Nagarjun, Osho Tapoban:

Bajracharya, D. R. (2014). Basic Mathematics, Kathmandu: Sukunda Publication

Balagurusamy, E. (2018). Numerical Methods, India: McGraw Hill Education Private Limited, 46th reprint. 160–163.

Banach, S. (1922). Sur les opérations dans les ensembles abstraits et leur application aux équations intégrales. Fundamenta Mathematicae 3, 133–181. Retrieved from 10.4064/fm-3-1-133-181 DOI:

Bartle, R. S. & R, S. D. (2000). Introduction to Real Analysis. New York: Wiley

Brown, R. F. (1988). Fixed Point Theory and Its Applications. . DOI:

Dahal, B. Pashupatima Sat Din, Kathmandu: Mandap Books, (2073 B.S.) 96–97.

Dugundji, J. & Granas, A. (2003). Fixed Point Theory. .

Ghimire, I. P., Samkshipta, . V. D. & Parichaya, Cherav Smriti Pratisthan, (2077)

Hemadri Mashik Patrika, Bhaktapur: Cherav Smriti Pratisthan, (2077) (Kartik-Paush, 2077)

Retrieved from

Kapadia, S. Science of Thought (Bichar Bigyan) 27.

Muller, M. & Upanishad, K. (1962). Part-II, New York: Dover Publications. (pp. 22)

Osho, S. & Tantra, . B. B. (2074). (pp. 143-149) Kathmandu: MadhuvanPrakashan

Panthi, D. (2017). A spiritual fixed-point theorem. International Journal of Statistics and Applied Mathematics 2(5), 2456–1452.

Shrestha, R. M. & Pahari, N. P. (2014). Fundamentals of Mathematical Analysis. .

Vishwanathan, I. Hindu Dharma Ke Ho? Kathmandu. (pp. 123-125) Brother Books Publication Pvt (Ltd.), (2073B.S.),



How to Cite

Subedi, K., Panthi, D., Jha, K., & Bhatta, C. (2021). ROLE AND IMPORTANCE OF STHIRA BINDU (FIXED POINT) IN YOGA PHILOSOPHY. International Journal of Research -GRANTHAALAYAH, 9(6), 311–329.