Find Academic Supervisors

• Economics
• Finance
• Actuarial Science
• +7 more

Domenico De Giovanni is an Associate Professor at the Department of Economics, Statistics and Finance 'Giovanni Anania' (DESF) at the University of Calabria. His research spans economics, finance, and actuarial science, focusing on quantitative methods and strategic decision-making. He teaches Computer Lab for Finance and Mathematical Methods for Economics in the university's graduate programs. Email: ddegiovanni@unical.it Research Groups: Quantitative Methods for Economics, Finance, and Management His work explores dynamic harvesting, capacity investment under uncertainty, tax evasion dynamics, and energy market modeling. Recent publications analyze mortality dependencies, spread options in commodity markets, and semi-Markov disability transitions.

Aljaž ZalarView profile

Assistant Professor

• Real Algebraic Geometry
• Truncated Moment Problems
• Matrix Polynomials
• +3 more

Assistant Professor Aljaž Zalar is affiliated with the University of Ljubljana at the Faculty for Computer and Information Science . His research focuses on Real Algebraic Geometry , Truncated Moment Problems , and Matrix Polynomials , with applications in Operator Theory and Positive Linear Maps . PhD in Mathematics, University of Ljubljana (2017) MSc and BSc in Mathematics, University of Ljubljana (2013, 2011) Zalar's work bridges theoretical mathematics and computational applications, including copositive matrices , positive semidefinite matrix completions , and noncommutative polynomial positivity . His recent projects address truncated moment problems on curves and algebraic structures in optimization . His publications from 2016–2025 span journals like Linear Algebra and its Applications , SIAM Journal on Applied Algebra and Geometry , and Integrable Equations and Operator Theory , emphasizing polynomial operator analysis and matrix inequalities . Zalar supervises postdoctoral and graduate students, including PhD candidate Rajkamal Nailwal and Igor Zobovič, and mentors undergraduate researchers. He leads the ARIS grant project J1-60011 on real algebraic geometry approaches to moment problems.

Kouros OwzarView profile

Professor

• Cancer Pharmacogenomics
• Drug-Induced Neuropathy
• Neutropenia
• +6 more

Dr. Kouros Owzar is currently a Professor of Biostatistics & Bioinformatics and Director of DCI Bioinformatics at Duke Cancer Institute. He actively contributes to Duke Center for Statistical Genetics and Genomics as a faculty member. Ph.D., University of North Carolina, Chapel Hill (2002) His research focuses on cancer pharmacogenomics and statistical genetics , with emphasis on analyzing drug-induced neuropathy , neutropenia , and hypertension through survival analysis and high-dimensional data methods. His work also includes copulas and statistical computing for complex biomedical datasets. Recent publications highlight his expertise in single-cell analysis , immunogenomic profiling , and biomarker variability . Key methodologies include time-informed microbiome analysis (TEMPTED), cell annotation (SifiNet), and race-based molecular outcome studies. Dr. Owzar's funding portfolio includes: Disparate Survival, Disparate Workforce (NIDCR 2024-2029) Quantitative Methods for HIV/AIDS (NIAID 2018-2028) Single Cell Analysis of Lethal Breast Cancers (DoD 2024-2028) Computational Methods for Rare Variants (NHGRI 2022-2026) He also leads training programs in cancer immunology and microbiome research (NCI 2020-2026).

• Mathematical Physics
• Quantum Mechanics
• General Relativity
• +6 more

Dr. Attila Andai is an Associate Professor at the Department of Geometry, Budapest University of Technology and Economics (BME). His academic career focuses on mathematical physics, particularly the differential geometry of finite-dimensional quantum state spaces and generalized uncertainty relations. Research areas include quantum mechanics, general relativity, functional analysis, and operator algebras Teaches Computational Methods in Physics and Vector Spaces in Physics for MSc students Research trends from his publications show expertise in: Quantum state space geometry Entanglement and separability probability Uncertainty principles with geometric interpretations Mathematical structures in Gödel-type universes His work combines abstract mathematical frameworks (tensor products, exterior algebras) with concrete applications in quantum information and relativistic physics.