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Inria, the French national research institute for the digital sciences | Bures sur Yvette, le de France | France | 15 days ago
science. We are looking for a highly motivated researcher with the following qualifications: - PhD in applied mathematics, control theory, signal processing, biomedical engineering, or a related field
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Eligibility criteria PhD in Mathematics. Candidates with expertise in one of the following research areas are encouraged to apply: - Complex foliations; - Birational geometry; - Qualitative theory of real
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mathematics. The skills expected for the position are: - excellent command of the theory of random processes, in particular measure-valued Markov processes; - good general knowledge of population dynamics
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10 Sep 2025 Job Information Organisation/Company CNRS Department Laboratoire de Mathématiques de Besançon Research Field Mathematics History » History of science Researcher Profile First Stage
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7 Sep 2025 Job Information Organisation/Company Aix-Marseille Université Research Field Computer science » Informatics Mathematics » Statistics Technology » Quantum technology Physics » Quantum
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include: · building hierarchical causal graphs to account for the multi-scale structure of the experimental system, · detecting latent variables that may affect causal inference
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Inria, the French national research institute for the digital sciences | Paris 15, le de France | France | 23 days ago
, located at Inria Paris and École Normale Supérieure (ENS). The team conducts research in various aspects of quantum information theory, including quantum error correction, quantum algorithms, and the
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contribute to the development of a proof of concept obtained at University Côte d’Azur for accessing the content of a metabolomics knowledge graph (KG) with a large language model. It is Python prototype of a
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Quantum mechanics is the fundamental theory that rules the way nature works at the microscopic scale. However, a fully quantum description is often a fierce challenge, both for analytical
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graph states by exploiting the entanglement between the spin state of a carrier trapped in a quantum dot and the polarization of the photons successively emitted by the dot. We are now able to entangle