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19982021
most citedA One Parameter Family of Calabi-Yau Manifolds with Attractor Points of Rank Two

36 citations · 120 across the 24 of their papers we have counts for

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Showing 2018Show all

6 papers · 1 filter

math.AG2018

A special Calabi-Yau degeneration with trivial monodromy

Slawomir Cynk, Duco van Straten

A well-known theorem of Kulikov, Persson and Pinkham states that a degeneration of a family of K3-surfaces with trivial monodromy can be completed to a smooth family. We give a sim…

math.AG2018

Bhabha Scattering and a special pencil of K3 surfaces

Dino Festi, Duco van Straten

We study a pencil of K3 surfaces that appeared in the -loop diagrams in Bhabha scattering. By analysing in detail the Picard lattice of the general and special members of the pe…

math.DS2018

KAM THEORY. Part 3. Applications

Mauricio Garay, Duco van Straten

We apply the general normal form theorems in Kolmogorov spaces to three classical cases: deformations of hypersurface singularities, normal forms of vector fields and invariant tor…

math.DS2018

KAM Theory. Part II. Kolmogorov spaces

Mauricio Garay, Duco van Straten

This is part II of our book on KAM theory. We start by defining functorial analysis and then switch to the particular case of Kolmogorov spaces. We develop functional calculus base…

hep-th2018★ 3 cited

Rationalizing roots: an algorithmic approach

Marco Besier, Duco van Straten, Stefan Weinzierl

In the computation of Feynman integrals which evaluate to multiple polylogarithms one encounters quite often square roots. To express the Feynman integral in terms of multiple poly…

math.DS2018

KAM Theory. Part I. Group actions and the KAM problem

Mauricio Garay, Duco van Straten

This is part I of a book on KAM theory. We start from basic symplectic geometry, review Darboux-Weinstein theorems action angle coordinates and their global obstructions. Then we e…