Latest Articles for Systems Analysis

This article examines how initial conditions affect random neural networks' behavior.

A framework that merges Lagrangian and Eulerian data for improved system state estimates.

A guide to condition-based maintenance for complex systems facing multiple issues.

This paper discusses new methods for assessing maintenance costs in complex systems.

A look into Petri nets for modeling complex systems and their behaviors.

This article discusses limit cycles and the complexities in proving related theorems.

Examining the complexities of PCTL satisfiability in computer science.

Explore the connection between thermodynamics and machine learning to simplify complex systems.

A systematic approach to quantify differences in DFA behaviors using regular expressions.

Examining how ontologies shape and connect diverse knowledge structures.

A look into how we compare and analyze system behaviors using various techniques.

Exploring the significance of monotonicity and contractivity in reaction networks.

This article presents efficient techniques for using first-order logic in verifying systems.

A new approach uses data to simplify the analysis of complex systems.

Exploring bi-reachability challenges in Petri nets enhanced with data values.

A method for calculating Lyapunov exponents in renewal equations to study system behavior.

A study of particle behaviors, interactions, and stability conditions.

Explore the structure and applications of IOD Graphs in various fields.

A look into how weight functions can improve analysis of linear dynamical systems.

Learn how spectral theory applies to infinite dimensional spaces and real-world systems.

This study examines resilience in biological feedback systems under chemical changes.

A practical approach to prevent cascading failures in vital networks.

Explore how invariant norms impact the stability of linear systems.

A study of how systems stabilize over time using semigroups.

Explore the significance of spectrum maximizing products and their implications in matrix theory.

A look into nullnorms and their significance in mathematics.

Learn how configuration monitoring reveals system settings through behavior analysis.

A look at how new modeling techniques improve understanding of interconnected systems.

A new method for evaluating the resilience of interdependent engineering systems.

Exploring periodic behaviors in a map defined by three lines.

Examining how different observers perceive and infer knowledge in complex systems.

This article discusses the challenges in analyzing automata networks and their implications.

New methods enhance security practices in interconnected industrial systems.

Examining conditions for controlled solutions in stochastic heat equations.

Learn how canonical factorization simplifies operator-valued functions in engineering and mathematics.

Explore the unique structures and significance of Bratteli diagrams in mathematical study.

Learn how chaos engineering helps tech companies handle surprises in their systems.

Discover how symplectic maps help us understand complex systems and their dynamics.