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– Entrepreneurship and Place: How Entrepreneurs Manage Evolving Relationships Across the Life-cycle is a Marie Skłodowska-Curie Doctoral Network (MSCA-DN) funded under Horizon Europe. The project aims to train a new
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for the EPHEMERAL research project. EPHEMERAL – Entrepreneurship and Place: How Entrepreneurs Manage Evolving Relationships Across the Life-cycle is a Marie Skłodowska-Curie Doctoral Network (MSCA-DN) funded under
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. We are seeking candidates with a strong research record within efficient algorithms, broadly understood as spanning from algorithms design and analysis to complexity theory. Examples of interesting
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responsibility for strengthening the Faculty’s activities in relation to EU grants, with a focus on: The MSCA programme (PhD networks, postdoctoral fellowships and staff exchange) Horizon Europe collaborative
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be engaged in interdisciplinary projects covering functional and structural studies of protein-protein and protein-RNA complexes. The primary methodologies that you will apply include CRISPR-mediated
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, international team with flexible work organization and support of individual development. The group is involved in a variety of national and European projects and features a strong network of academic and
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relevant national and international research networks a record of outreach activities experience with applying for external research funding a well-defined teaching profile, as well as experience in teaching
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-quality methods for complex, secure, and safety-critical systems. It leads a range of national and European projects and maintains strong partnerships with industry. You will benefit primarily from
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, algebraic geometry, differential geometry, algebraic topology, complex geometry, quantum topology, geometric analysis, operator algebra, number theory statistic, probability theory and mathematical physics
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implement research-project ideas with national and international impact. Topics of interest: Algebra, algebraic geometry, differential geometry, algebraic topology, complex geometry, quantum topology