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Ravi Ramakrishna is a Professor of Mathematics at Cornell University and a Stephen H. Weiss Presidential Fellow. His research focuses on algebraic number theory, specifically Galois theory, which studies symmetries of solutions to equations. The absolute Galois group of the rational numbers is central to this aspect of number theory. Recent advancements spotlight the increasing importance of Galois theory in resolving complex problems, such as Fermat's Last Theorem. His significant contributions include research on Galois representations and their applications in number theory, emphasizing the interplay between symmetry and arithmetic. Ramakrishna has published several papers in prestigious journals, showcasing his findings and collaborative work with other mathematicians in the field.
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