SCIENTIFIC & TECHNICAL DATA ANALYSIS

Advanced Statistics & Signal Processing

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Statistical modeling, inference, and uncertainty analysis.

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Analysis and modeling of technical and physiological signals.

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Data-driven modeling with an emphasis on transparent validation.

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Methodological support for publications and research.

TS-Analytics is currently in preparation and focuses on transparent and well-founded methods for the analysis of complex medical and technical data, with a strong emphasis on reproducibility and scientific validity.

Analyses are designed around reproducible workflows that support traceability, validation, and reliable reuse across studies and projects.

Methods are selected based on the data structure and study context, with explicit modeling of uncertainty and underlying assumptions.

Signal processing approaches are intended to be adapted to the physical origin of the data, supporting meaningful interpretation beyond purely numerical results.

Results are prepared in line with scientific standards, including clear documentation, transparent reporting, and figures suitable for publications.

Selected scientific publications and selected projects illustrating methodological work across statistics, signal processing, and applied data analysis.

Bayesian estimation of discrete system states from high-dimensional data

Discrete system states are estimated from high-dimensional measurements using a probabilistic modeling framework. Dimensionality reduction via principal component analysis is combined with Gaussian mixture model–based likelihoods and sequential Bayesian inference using a Hidden Markov Model.

Thermal Drifts of Capacitive Flow Meters: Analysis of Effects and Model-Based Compensation, T. Suppan et al., IEEE Transactions on Instrumetation and Measurement, vol. 70, 2021

Thermal-drift mechanisms in capacitive flow sensing are analyzed and translated into a physics-informed measurement model. Building on this, a Bayesian joint-estimation framework is developed to infer both primary flow parameters and drift-related nuisance terms, separating the signal of interest from temperature effects.

Nonlinear Trend Filtering for Noisy Signals with Sharp Transients

A nonlinear trend estimation method is developed for noisy signals exhibiting both sharp transients and slowly varying segments. The trend is obtained by minimizing an ℓ₁-regularized second-order difference using a majorization–minimization approach, resulting in an efficient iterative scheme. The method enables robust separation of underlying signal structure from noise while preserving abrupt changes that are typically smoothed out by classical filtering techniques.

Bayesian estimation of discrete system states from high-dimensional data

Discrete system states are estimated from high-dimensional measurements using a probabilistic modeling framework. Dimensionality reduction via principal component analysis is combined with Gaussian mixture model–based likelihoods and sequential Bayesian inference using a Hidden Markov Model.

Thermal Drifts of Capacitive Flow Meters: Analysis of Effects and Model-Based Compensation, T. Suppan et al., IEEE Transactions on Instrumetation and Measurement, vol. 70, 2021

Thermal-drift mechanisms in capacitive flow sensing are analyzed and translated into a physics-informed measurement model. Building on this, a Bayesian joint-estimation framework is developed to infer both primary flow parameters and drift-related nuisance terms, separating the signal of interest from temperature effects.

Nonlinear Trend Filtering for Noisy Signals with Sharp Transients

A nonlinear trend estimation method is developed for noisy signals exhibiting both sharp transients and slowly varying segments. The trend is obtained by minimizing an ℓ₁-regularized second-order difference using a majorization–minimization approach, resulting in an efficient iterative scheme. The method enables robust separation of underlying signal structure from noise while preserving abrupt changes that are typically smoothed out by classical filtering techniques.

View Publications & Projects →

TS-Analytics is currently in preparation and focuses on methodological expertise in statistics, signal processing, and data analysis for medical, engineering, and research-driven applications. The work builds on a strong academic background in electrical engineering and applied statistics, with experience in peer-reviewed research and applied projects. A particular emphasis is placed on well-founded methodologies, reproducible workflows, and clear reporting.

Founded by Dipl.-Ing. Dr. techn. Thomas Suppan

If you are working on a technically or scientifically challenging project and require methodological expertise, feel free to get in touch to discuss future collaborations.

Free initial call · NDA possible · Remote collaboration across AT/DE/EU

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