most citedHill-Type Stability Analysis of Periodic Solutions of Fractional-Order Differential Equations

1 citations

7 papers

math.ST20261 cited

Edgeworth Expansions for Linear Rank Statistics -- Consolidated Version

Walter Schneller

An Edgeworth expansion of first order is established for general linear rank statistics under the null hypothesis with a remainder term that is usually of order . Furthermo…

cs.RO2026

Pushing the Performance Limits in Autonomous Racing: Continuous Stability-Aware Adaptive Velocity Planning in Formula Student Driverless

Tamara Bergerhoff, Sebastian Baader, Pascal Meißner +1

In autonomous racing, especially in competitions such as Formula Student Driverless, precise planning of the target velocity of a race car is crucial for competitive lap times and…

cs.RO2026

Vehicle Prediction Model for Enhanced MPC Path Tracking in Formula Student Driverless

Sebastian Baader, Tamara Bergerhoff, Pascal Meißner +1

Autonomous race cars, such as in Formula Student Driverless, operate close to their physical handling limits. The resulting highly nonlinear vehicle behavior increases the path tra…

cs.LG2026

Evaluation of Bagging Predictors with Kernel Density Estimation and Bagging Score

Philipp Seitz, Jan Schmitt, Andreas Schiffler

For a larger set of predictions of several differently trained machine learning models, known as bagging predictors, the mean of all predictions is taken by default. Nevertheless,…

cs.SE2026

Opportunities and Limitations of GenAI in RE: Viewpoints from Practice

Anne Hess, Andreas Vogelsang, Xavier Franch +3

Context and motivation: With the rapid advancement of AI technologies, there is an increasing need to understand how AI can be effectively integrated into RE processes. In recent y…

eess.SY20261 cited

Hill-Type Stability Analysis of Periodic Solutions of Fractional-Order Differential Equations

Paul-Erik Haacker, Remco I. Leine, Renu Chaudhary +3

This paper explores stability properties of periodic solutions of (nonlinear) fractional-order differential equations (FODEs). As classical Caputo-type FODEs do not admit exactly p…