R. Harron

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20102019

most citedThe exceptional zero conjecture for symmetric powers of CM modular forms: the ordinary case

4 citations · 11 across the 9 of their papers we have counts for

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math.NT2010★ 1 cited

On Greenberg's $L$ -invariant of the symmetric sixth power of an ordinary cusp form

Robert Harron

We derive a formula for Greenberg's $L$ -invariant of Tate twists of the symmetric sixth power of an ordinary non-CM cuspidal newform of weight $\geq 4$ , under some technical assumpt…

On Greenberg's L-invariant of the symmetric sixth power of an ordinary cusp form

On Greenberg's $L$ -invariant of the symmetric sixth power of an ordinary cusp form