112 citations · 331 across the 14 of their papers we have counts for
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Flux vacua of the mirror octic
Erik Plauschinn, Lorenz Schlechter
We determine all flux vacua with flux numbers for a type IIB orientifold-compactification on the mirror-octic three-fold. To achieve this, we develop and appl…
Complexity in Tame Quantum Theories
Thomas W. Grimm, Lorenz Schlechter, Mick van Vliet
Inspired by the notion that physical systems can contain only a finite amount of information or complexity, we introduce a framework that allows for quantifying the amount of logic…
Beyond Large Complex Structure: Quantized Periods and Boundary Data for One-Modulus Singularities
Brice Bastian, Damian van de Heisteeg, Lorenz Schlechter
We study periods in an integral basis near all possible singularities in one-dimensional complex structure moduli spaces of Calabi-Yau threefolds. Near large complex structure poin…
The Tameness of Quantum Field Theory, Part II -- Structures and CFTs
Michael R. Douglas, Thomas W. Grimm, Lorenz Schlechter
Tame geometry originated in mathematical logic and implements strong finiteness properties by defining the notion of tame sets and functions. In part I we argued that observables i…
The Tameness of Quantum Field Theory, Part I -- Amplitudes
Michael R. Douglas, Thomas W. Grimm, Lorenz Schlechter
We propose a generalized finiteness principle for physical theories, in terms of the concept of tameness in mathematical logic. A tame function or space can only have a finite amou…
Analytic Periods via Twisted Symmetric Squares
Rafael Álvarez-García, Lorenz Schlechter
We study the symmetric square of Picard-Fuchs operators of genus one curves and the thereby induced generalized Clausen identities. This allows the computation of analytic expressi…