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@techieV2 @amulsanskrit haha wonder how they got hold of ananthazhwan's taniyan, never seen that myself

@amulsanskrit Laudatory of anatacarya and a picture (supposedly) of Ramanuja? Get some help with making these please. 1. No yajnopavita. 2. Missing pundras in multiple places. 3. That is not a flag but a jalapavitra which is a pure white cloth. 4. What's with the kangana/rakshas?

Ramanujacharya Jayanti श्रीरङ्गेशजयध्वजो विजयते रामानुजोऽयं मुनिः। Victory to the sage Ramanuja, the banner of Sri Rangam.

@Raaga_Suresh @Fintech03 bhavana.org.in/r-sridharan-po… check this, bhavana magazine does a great job

@Fintech03 You are doing amazing work. I know it is asking too much of you, but if there any youtube channels where they teach or any accessible paper, would love a link. Again, please don't bother if it is too much work. In case you have them with you, it will be great.

Next in who after the Ramanujan Series? He is the living ghost of Indian mathematics. While the world’s most abstract algebraic structures bear the quiet imprint of his work, the man himself walks the streets of Chennai in a simple dhoti...unrecognized, yet profoundly influential. Born in 1935 in Tamil Nadu, Dr. Ramaiyengar Sridharan was raised in a culture that viewed mathematical proficiency as a form of ancestral heritage. He was part of the Golden Era of the Tata Institute of Fundamental Research (TIFR) in Bomaby. Under the mentorship of legends like K.G. Ramanathan, he entered a silo where the only currency was a perfect proof. He earned his PhD from Columbia University under Samuel Eilenberg, 1 of the founders of Category Theory. While the West tried to claim him, Sridharan remained rooted in the Indian way of thinking: internalized, quiet, & incredibly deep. Sridharan’s work allows us to treat Algebra like Shapes. He is a master of Non-Commutative Algebra & Projective Modules. He made deep contributions to the theory of projective modules over polynomial rings, essentially figuring out how to define straight lines & flat surfaces in purely algebraic spaces that have no physical form. In the theory of enveloping algebras & representations of Lie algebras, his work on filtrations provides a powerful tool to break down complex algebraic structures into manageable, predictable layers. His research on quadratic forms & modules continues to influence areas of algebra that have indirect connections to modern cryptography & coding theory. If you saw him today in Chennai, you would not see a Global Tech Icon. You would see a scholar dressed in a simple cotton shirt & dhoti, perhaps visiting a local bookstore/temple. He is a world authority on the History of Indian Mathematics. He can trace logical connections from Brahmagupta’s algorithms in the 7th century to the polynomial algebra of the 21st century. Yet he remains so low profile that even many in the Indian mathematical community are only vaguely aware of the depth of his contributions. Awards and Global Stature: - Shanti Swarup Bhatnagar Prize (1980): India’s highest scientific honor in the mathematical sciences. - Fellow of the World Academy of Sciences (TWAS). - Honorary Fellow of TIFR: a lifetime recognition reserved for the architects of Indian mathematics. He has spent decades quietly advancing algebra while also preserving & teaching the rich history of Indian mathematical thought. #WhoAfterRamanujan