> Markdown version of [/jobs/ext/3076599-job-offer](https://www.wearedevelopers.com/jobs/ext/3076599-job-offer). Every page supports `.md` or `Accept: text/markdown`. Links point to the HTML versions so they work for humans too. Agent guide: [/agents.md](https://www.wearedevelopers.com/agents.md). --- # Job offer - **Company:** Universitat de les Illes Balears - **Location:** Palma, Spain - **Salary:** €30,000.0 - **Contract:** Temporary contract - **Skills:** Machine Learning, Gaussian - **Published:** September 25, 2026 - **Apply:** https://ppi.uib.cat/inici/ ## About the Role Master Degree or equivalent, A Master's Degree in Physics or related disciplines. Specific Requirements Previous experience in quantum physics, photonics and quantum machine learning. Language requirements: English skills would be a plus. Experience requirements: Previous experience in photonic quantum machine learning is required. Years of Research Experience 1 - 4, * Curricular merits in the field (max. 40 points). * Qualifications in the specialist area (max. 20 points), other (max. 5 points). * Video curriculum and, if applicable, personal interview (max. 20 points). * Experience in the field (max. 15 points). E.g.: > 3 years (10 points), < 3 years (5 points). * Other merits (max. +5 points). E.g.: recommendation letters. Eligibility threshold: 60 points. Candidates who hold the qualification corresponding to the required category in the job offer with a non-EU degree, if selected, must present a certificate of equivalence of their non-EU qualification to a European qualification, or proof of having applied for this equivalence, in order to proceed with their hiring. Selection process ## Description The core focus of the position will be exploring the implementation of quantum reservoir computing on photonic platforms. Photonic systems offer a natural, scalable route to quantum reservoir computing. Within this framework, particular attention will be devoted to the role of non-Gaussianity as a computational resource: since classical simulation of Gaussian states and operations can be performed efficiently and they therefore offer no genuine advantage, non-Gaussian elements such as photon-added or photon-subtracted states, Kerr-type nonlinearities or non-Gaussian measurements will be analysed. The successful candidate will investigate how different sources and degrees of non-Gaussianity affect learning performance, memory capacity and the robustness of photonic quantum reservoirs.