works on

From the 1 of 27 papers with an AI index.

most citedMomentum-Resolved Tunneling Modulation Induced Giant Multistate Resistance in Antiferroelectric Multiferroic Junction

17 citations

27 papers

cs.LO2026

A Typing System for the Linear Lambda-Calculus in de Bruijn Notation

Philippe de Groote, Vincent Tourneur

We introduce a typing system that is particularly well suited for typing the linear lambda-calculus in de Bruijn notation. This typing discipline, which is reminiscent of Hodas' an…

cs.LG2026

Benchmarking Generalization in Financial Statement Fraud Detection: robust evaluation and novel tasks

Guy Stephane Waffo Dzuyo, Gaël Guibon, Christophe Cerisara +1

Financial statement fraud detection (FSFD) is crucial for market integrity but faces challenges from increasingly sophisticated schemes and under-utilized textual data in financial…

cond-mat.mes-hall2026

Nanoscale stray fields from micromagnets for optimal spin qubit architecture

Sandrine Lopes, Quentin Schaeverbeke, Matthieu M. Desjardins +3

On-chip micromagnets generate local magnetic-field asymmetries, enabling electrical control of spin qubits via electric dipole spin resonance and their integration into circuit qua…

cond-mat.stat-mech2026

Harnessing finite-size effects to gauge aging in the Ising model

Dustin Warkotsch, Malte Henkel, Wolfhard Janke

The authors analyze the relaxation of the two‑dimensional Ising model by examining the two‑time autocorrelator and exploiting finite‑size effects to obtain precise estimates of the…

cond-mat.mes-hall2026

Epitaxial with intrinsic magnetocrystalline anisotropy as a route to bias-field-free nonlinear half-metal magnonics at the nanoscale

Anna Maria Friedel, Jaafar Ghanbaja, Björn Heinz +5

Half-metallic Heusler compounds like allow to bridge magnonic and spintronic functionality for hybrid unconventional computing approaches with sought-after prop…

math.DS20262 cited

The strong stability of the Perron-Frobenius semigroup and almost global attractivity

Pietro Lorenzetti, George Weiss

We discuss some useful properties of the solution map (flow) of a nonlinear dynamical system with a finite-dimensional state space. Then, we introduce the Perron-Frobenius semigrou…