Sort by
Refine Your Search
-
Listed
-
Category
-
Country
-
Program
-
Field
-
of rights, preparation of technical standards and legislation. Authorship and co‐authorship of patents, registrations of ownership of intellectual property rights on software, mathematical methods and rules
-
Scheduled Hours 40 Position Summary We are seeking a motivated individual with a BS, MD, or MD/PhD and a background in neurology and/or neuroscience to join our research team in the Department
-
of intellectual property rights on software, mathematical methods and rules of mental activity. Participation in the elaboration of legislative projects and technical standards. KT2 –Projects with companies and
-
, the ideal candidate is someone who demonstrates the following qualities in research and teaching: Research: Holds a PhD in a quantitative field (e.g., methods and statistics, data science, computational
-
: Numerical modelling, Geotechnics, Finite Element Method (FEM), Research and development projects, Scientific achievements DESCRIPTION (subject-matter, expectations, remarks): Requirements for Candidate: PhD
-
does not provide housing. Eligibility criteria PhD or DSc degree in sociology or a confirmed PhD defense by September 1, 2026 (formal requirement). Significant scientific achievements, including current
-
Te Tari Pūhanga Pūmanawa Rorohiko | Computer Science and Software Engineering Located in Ōtautahi | Christchurch, Aotearoa | New Zealand Full-time 37.5 hours per week (1.0 FTE) Fixed term (1 years
-
LevelMaster Degree or equivalent Skills/Qualifications The candidate should be a strong background in mathematics, computer science and formal methods, as well as some programming experience. Interest in
-
entities). The entity thus has the ability to anticipate using internal simulations, which would be extremely difficult using formal proofs methods in complex environments [1]. Entity can launch multiple
-
, working with Professor Russell Funk. This position focuses on developing and applying mathematical and computational methods to understand how scientific knowledge evolves over time. About the Project