Joining the medical technology innovation team with a focus on the mathematical modeling of physiological processes to optimize diabetes therapy.

Within the scope of this project, I am responsible for the implementation of a mathematical model that simulates the complex process of insulin absorption. Based on extensive literature research, I am developing a model concept tailored precisely to the requirements of the existing datasets and executing its technical implementation.

A key component of my current role is the development of an intelligent occlusion alarm algorithm. By linking the model with practical data analysis, I enable the reliable detection of flow disturbances in the insulin system to sustainably increase patient safety and therapy quality.

This role offers me the opportunity to work in an interdisciplinary environment at the intersection of data science and biomedicine. In doing so, I am deepening my knowledge in the validation of complex models under real-world conditions and acquiring valuable expertise in developing innovative solutions for the medical technology sector.

Joined the team as a System Architect to contribute to technical design and system architecture. Although the collaboration was brief due to client-side business shifts, the experience provided a high-impact environment for professional growth.

During my time with Silberrücken, I focused on strengthening my Full-Stack Development skills, specifically within Kotlin and Spring backend environments. I also gained practical experience in modern front-end foundations using 11ty.

Parallel to my technical work, I assisted in the study and implementation of ISO 9001:2015 quality management standards, learning how to align engineering workflows with international quality benchmarks.

Beyond technical development, I actively participated in soft-skill training, exploring the principles of Theory U and Social Presencing Theater to enhance collaborative and organizational awareness.

Joined the team at Acquedotto as a Plugin Developer, specializing in the creation of custom tools and extensions for the CAD software Revit.

Leveraging the Revit API for C#, I engineered several tailored solutions within the .NET Framework to optimize internal design workflows and automate complex drafting tasks.

Beyond core CAD development, I expanded the company’s technical capabilities by building standalone applications using Windows Forms and integrating Microsoft Interop class libraries to facilitate seamless data exchange between parties, within a BIM framework.

This role provided deep immersion into Swiss plumbing system management and infrastructure standards. I actively supported the full lifecycle of various design projects, gaining firsthand experience in aligning software solutions with real-world engineering requirements.

Held a Post-Doc position in Prof. Dr. Chiara Saffirio's group, focusing on the rigorous derivation of Fermi Quantum gases within the Hartree-Fock model.

In collaboration also with Dr. Nikolai Leopold, my research investigated the correspondence between quantum Hartree evolution and the classical Vlasov equation, utilizing the Weyl/Wigner transformation as a primary analytical framework.

Parallel to this, I established a collaboration with Dr. Emanuela Giacomelli to study the existence and stability of Bose-Einstein Condensation specifically within the Thomas-Fermi regime.

This period further refined my expertise in kinetic theory and many-body quantum dynamics, bridging the gap between microscopic quantum descriptions and macroscopic statistical limits.

Attended the Ph.D. in Geometry and Mathematical Physics, focusing on the rigorous study of rotating Bose-Einstein Condensates in two-dimensional systems using the Gross-Pitaevskii model.

My research centered on the transition of superfluid states at high angular velocities, specifically investigating the mathematical emergence of the giant vortex state.

This work was conducted in collaboration with my advisor Prof. Dr. Michele Correggi and Prof. Dr. Peter Pickl to bridge complex physical phenomena with formal mathematical proofs.

The doctorate provided deep immersion into nonlinear analysis and variational methods, requiring the development of sophisticated analytical tools to model quantum fluid dynamics and many-body systems.

Master Degree in Mathematics. Awarded cum laude.

Bachelor Degree in Mathematics. Awarded cum laude.

High school diploma in the scientific field.