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A leading research organization in France is offering a PhD position focusing on the development of analysis algorithms for advanced material characterization. Candidates must possess a Master's degree and demonstrate strong communication skills in English. The role involves working both independently and collaboratively within a research setting, particularly in the use of X-ray spectroscopy for archaeological and cultural heritage materials.
Organisation/Company CNRS Department Institut photonique d'analyse non-destructive européen des matériaux anciens Research Field Physics Researcher Profile First Stage Researcher (R1) Country France Application Deadline 9 Dec 2025 - 23:59 (UTC) Type of Contract Temporary Job Status Full-time Hours Per Week 35 Offer Starting Date 10 Dec 2025 Is the job funded through the EU Research Framework Programme? Not funded by a EU programme Is the Job related to staff position within a Research Infrastructure? No
The PhD will be supervised by the IPANEMA laboratory (CNRS/MNHN/Ministry of Culture/University of Versailles Saint-Quentin, Gif-sur-Yvette; https://ipanema.cnrs.fr/ ) and co-supervised by the SOLEIL synchrotron. The affiliated doctoral school will be the Hadamard Mathematics Doctoral School (EDMH) at Paris-Saclay University.
The successful candidate will be based mainly at IPANEMA on the SOLEIL synchrotron site. IPANEMA is a joint laboratory of the CNRS, the Ministry of Culture, the University of Versailles Saint-Quentin-en-Yvelines and the National Museum of Natural History (UAR 3461). The laboratory conducts methodological research aimed at the advanced characterisation of materials from archaeology, palaeoenvironments, palaeontology and cultural heritage, and supports synchrotron research by hosting external users. The PhD student will be based mainly at IPANEMA and will work regularly at the SOLEIL premises. Regular meetings involving both entities will be held.
Additional information
The candidate must enjoy working both independently and in a highly interdisciplinary and collaborative environment. Good communication skills and a written and spoken understanding of English are required for disseminating results to the international scientific community in the relevant fields.
Context
Unsupervised learning algorithms, particularly segmentation or factorisation algorithms, can play a central role in the exploitation of spectral images in which each pixel is characterised by a complete spectrum. The use of X‑ray spectroscopy makes it possible to characterise the elemental composition of each pixel, and measuring instruments can now collect images of several million pixels corresponding to several GB or even tens of GB. The wealth of information thus collected is useful, for example, for characterising highly complex and heterogeneous materials, such as those encountered in the study of ancient materials. However, this wealth of information calls for the development of analysis algorithms that are efficient in terms of computational cost, where standard segmentation algorithms are sub‑optimal, both in terms of computational cost and in terms of exploiting prior knowledge about the data. We have already proposed an algorithm for segmenting X‑ray fluorescence (XRF) spectral images, which combines bottom‑up hierarchical classification and spatial constraints. This initial work uses χ² distance as the aggregation criterion. In a second step, we used the likelihood loss criterion associated with the transition from a saturated model to a model of spectral homogeneity. These methodological results demonstrate that a statistically rigorous approach can reduce the number of photons needed to characterise each pixel of the material by a factor of between 100 and 1000, thereby reducing both the measurement time and the risk of radiation damage. Indirectly, this opens up the possibility of studying more samples, including more fragile ones.
Objectives of the PhD
In concrete terms, the thesis work will provide both a theoretical contribution to the above‑mentioned issues and an implementation component (numerical calculation, efficient implementation and applications).