On the anticyclotomic Main conjecture for supersingular elliptic curves
Prof. Adrian Iovita
Concordia University, Canada.
24, 26, 31-12-07
We fix a prime p>3, an elliptic curve E over Q with supersingular reduction at p and an imaginary quadratic field K (with certain conditions to be made precise during the talks.) To this data we attach two analytic and two algebraic p-adic L-functions, formulate a Main conjecture and prove one of the divisibilities.