Dr. L.C. Jain (Laxmi Chandra Jain) was a distinguished mathematician, educator, and scholar of Jain philosophy and mathematics, based in Jabalpur, Madhya Pradesh. He made significant contributions to the study of ancient Indian mathematical texts and the integration of Jain philosophical concepts into mathematical theory.
📚 Academic and Professional Background
• Birth and Education:
o Born on July 1, 1926, in Sagar, Madhya Pradesh.
o Completed B.Sc. from Nagpur University and M.Sc. from Sagar University.
• Teaching Career:
o Joined the College of Science, Nagpur, in 1951 as part of the M.P. State Educational Service.
o Taught at Government Science College, Jabalpur, from 1955 to 1964.
o Served as Professor and Head of the Department of Mathematics at Government Post Graduate College, Sehore, from 1966 to1984.
🧮 Scholarly Contributions
• Research Focus:
o Specialized in the study of Jain mathematics, particularly the mathematical concepts found in Jain Agamic texts.
o Explored the integration of Jain philosophical principles with mathematical theories, including karma theory and quantum systems.
• Notable Publications:
o Tiloya Pannatti Ka Ganita: A study on the mathematical aspects of the Jain text Tiloya Pannatti.
o Ganita Sara Samgraha of Mahaviracharya: An edited translation of Mahaviracharya's work, incorporating insights from Jain texts.
o The Jaina School of Mathematics: A comprehensive overview of Jain mathematical traditions.
o Mathematical Foundations of Karma Quantum System Theory: An innovative work linking Jain karma theory with modern quantum physics concepts.
• Research Projects:
o Conducted multiple INSA (Indian National Science Academy) projects on the history of science in India between 1984 and 1995.
🏛️ Academic and Cultural Engagement
• Academic Leadership:
o Served as Chairman of the Board of Studies in Mathematics at Sagar University.
o Elected as a Senator at Vikram University, Ujjain.
• Cultural Contributions:
o Secretary of Shri Brahmi Sundari Prasthashram, Jabalpur.
o Honorary Director of Acharya Shri Vidyasagara Research Institute, Pisanhari Hills, Jabalpur.
o Secretary of the Rani Durgavati Society for Advanced Mathematical Sciences, Jabalpur.
• Editorial Roles:
o Member of the editorial boards of JSIR (Journal of Scientific and Industrial Research) and Arhat Vacana.
🏛️ Personal Life and Legacy
• Personal Life:
o Married to Smt. Gulab Rani (Basanti Devi), who passed away in 2002.
o In her memory, established the Gulab Rani Karma Science Museum in Jabalpur, dedicated to the study of the mathematical theory of karma as found in Jain Agamic texts.
• Legacy:
o Renowned for pioneering the study of Jain mathematics and its integration with modern scientific concepts.
o His works continue to inspire scholars in the fields of mathematics, philosophy, and Jain studies.
The article critiques Euro-American Western science's dominance, highlighting its limitations rooted in 16th-17th century thinkers like Descartes, Newton, Copernicus, and Galileo, which emphasized…
"This article explores the origins, historical relevance, and Jain association of the Vikrama Era (57 B.C.E.), highlighting its deep embedding within Jain literary, religious, and archaeological…
This paper, authored by Dr. L.C. Jain and Dr. Padmavathamma, explores the historical and philosophical development of the concept of zero in Jain mathematics, specifically within the Digambara and…
This article examines the rich mathematical tradition found within Jain canonical and philosophical texts, especially focusing on the symbolic and structured approach of Digambara Jain scholars. Jain…
This article explores the deep integration of mathematical thinking within Jain philosophy, particularly through the framework of Karma theory and the Jaina set theory (rāśi siddhānta). It draws a…
1999Vol. 19 · No. 01pp. 8–12
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Aryan Culture
Jain Journal A Quarterly on Jainology
Vol. 13 · No. 2
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Jain Journal A Quarterly on Jainology
Perspective of System‑Theoretic Technique in Jaina School of Mathematics between 1400–1800 A.D.
The article reviews the evolution of a distinctive system-theoretic methodology within the Jaina school of mathematics between the fifteenth and eighteenth centuries. Drawing on commentarial…