Extends classifications of hyperelliptic Atkin-Lehner quotients from modular curves (D=1) and trivial quotients to general Shimura curves with coprime level.
The Maslov index: A functional analytical definition and the spectral flow formula,
2 Pith papers cite this work. Polarity classification is still indexing.
2
Pith papers citing it
years
2026 2verdicts
UNVERDICTED 2representative citing papers
For the families L(ℓ²,ℓ-1) and L(ℓ²,2ℓ-1) with ℓ odd ≥5, the residual-circle equivariant η germ has vanishing first derivative but nonzero second derivative; the normalized value is -6080 for L(25,4) versus L(25,9).
citing papers explorer
-
Hyperelliptic Atkin-Lehner quotients of Shimura curves
Extends classifications of hyperelliptic Atkin-Lehner quotients from modular curves (D=1) and trivial quotients to general Shimura curves with coprime level.
-
Second-Jet Equivariant $\eta$ Separations on Lens Spaces
For the families L(ℓ²,ℓ-1) and L(ℓ²,2ℓ-1) with ℓ odd ≥5, the residual-circle equivariant η germ has vanishing first derivative but nonzero second derivative; the normalized value is -6080 for L(25,4) versus L(25,9).