Peter Feller

activity

20142024

most citedHolomorphically Equivalent Algebraic Embeddings

1 citations · 1 across the 3 of their papers we have counts for

collaborators

3 papers

math.GT2024

Effective hyperbolization and length bounds for Heegaard splittings

Peter Feller, Alessandro Sisto, Gabriele Viaggi

We consider 3-manifolds given as Heegaard splittings $M = H^{-} \cup_{Σ} H^{+}$ with the aim to describe the hyperbolic metric of $M$ under topological conditions on the splitting guaranteei…

math.GT2023

Asymptotics of the smooth $A_{n}$ -realization problem

Sebastian Baader, Peter Feller

We solve an asymptotic variant of a smooth version of the $A_{n}$ -realization problem for plane curves. As an application, we determine the cobordism distance between torus links of…

math.AG2014★ 1 cited

Holomorphically Equivalent Algebraic Embeddings

Peter Feller, Immanuel Stampfli

We prove that two algebraic embeddings of a smooth variety $X$ in $C^{m}$ are the same up to a holomorphic coordinate change, provided that $2 dim X + 1$ is smaller than or…

Effective hyperbolization and length bounds for Heegaard splittings

Asymptotics of the smooth An​-realization problem

Holomorphically Equivalent Algebraic Embeddings

Asymptotics of the smooth $A_{n}$ -realization problem