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Field
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brings together leading researchers in algebra, combinatorics and related disciplines, including finite geometry, algebraic graph theory, permutation group theory, coding theory and extremal combinatorics
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features such as twinning, branching, and chirality. Research techniques primarily involve the use and further development of a kinetic Monte Carlo simulation framework, coded in C++. Other supportive
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Geometric Singular Perturbation Theory (GSPT), canard theory, or non-autonomous dynamical systems advanced Computational Skills: Demonstrated proficiency in scientific programming and code development, with
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comparable code. Energetic-particle physics or fast-ion transport modeling. FAR3d or related reduced-MHD/gyrofluid simulation tools. Integrated transport modeling using COTSIM, MMM, TRANSP, or related
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you academically in the long run. Anticipated Division of Time 50%: Conduct primary research project. This includes engaging in fieldwork, conducting interviews, coding data, writing, and giving talks
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required that the candidate holds a PhD (or is close to defending the dissertation) in management, organization theory, sustainability studies, or a closely related field and has a strong research interest
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and explanation within dynamic contexts. Possible research directions include mechanistic interpretability of multimodal models, concept-based explanations grounded in affect and behaviour theory, and
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: refining the project’s research questions, interview protocols, coding frameworks, and analytic approaches; leading one or more strands of data collection and analysis, including semi-structured interviews
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study across the human sciences because of its importance for individuals and societies. Sociological and demographic research has developed numerous theories of fertility and produced a sophisticated
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speculative articulation, with a special focus on the philosophy of art, insofar as it articulates art history, art criticism, and art theory. In this sense, it is important to relate Hegel to his time, the so