3 citations · 3 across the 6 of their papers we have counts for
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Specialisations of the Burungale-Castella-Skinner main conjecture to -lines
Ki-Seng Tan, Fabien Trihan, Kwok-Wing Tsoi
Let be a prime, be an elliptic curve and an imaginary quadratic field satisfying the hypotheses of Burungale-Castella-Skinner, and let be the unique $…
Iwasawa Main Conjecture for ordinary semistable elliptic curves over global function fields
Ki-Seng Tan, Fabien Trihan, Kwok-Wing Tsoi
Let be an ordinary elliptic curve over a global function field of characteristic , assumed semistable at every place, and let be a -extension ramif…
On a Birch and Swinnerton-Dyer type conjecture for the Hasse-Weil-Artin -functions in characteristic
Wansu Kim, Ki-Seng Tan, Fabien Trihan +1
Given an abelian variety over a global function field of characteristic and an irreducible complex continuous representation of the absolute Galois group of ,…
The -invariant change for abelian varieties over finite -extensions of global fields
Ki-Seng Tan, Fabien Trihan, Kwok-Wing Tsoi
We extend the work of Lai, Longhi, Suzuki, the first two authors and study the change of -invariants, with respect to a finite Galois p-extension , of an ordinary abelian…
On non-abelian higher special elements of -adic representations
Daniel Macias Castillo, Kwok-Wing Tsoi
We develop a theory of `non-abelian higher special elements' in the non-commutative exterior powers of the Galois cohomology of -adic representations. We explore their relation…
On higher special elements of -adic representations
David Burns, Takamichi Sano, Kwok-Wing Tsoi
As a natural generalization of the notion of `higher rank Euler system', we develop a theory of `higher special elements' in the exterior power biduals of the Galois cohomology of…