Iwasawa Theory for the Fine Selmer Group of Elliptic Curves Over Anticyclotomic

Explore Iwasawa Theory for the Fine Selmer Group of Elliptic Curves Over Anticyclotomic in this 55-minute lecture by Sujatha Ramdorai at the International Centre for Theoretical Sciences. Delve into advanced topics in arithmetic geometry as part of the "Rational Points on Modular Curves" program. Gain insights into the theoretical aspects of determining rational points on modular curves, with a focus on elliptic curves and their fine Selmer groups in the context of anticyclotomic extensions. Examine the application of Iwasawa theory to this specialized area, enhancing your understanding of the interplay between modular forms, elliptic curves, and number theory. Suitable for researchers and graduate students in mathematics with a strong background in algebraic number theory and arithmetic geometry.

Iwasawa Theory for the Fine Selmer Group of Elliptic Curves Over Anticyclotomic by Sujatha Ramdorai