جستجوی استاد راهنمای دانشگاهی

Chris Dawمشاهده پروفایل

دانشیار

• Arithmetic Geometry
• Number Theory
• Model Theory
• +۴ مورد دیگر

Dr. Chris Daw is an Associate Professor in the Department of Mathematics and Statistics at the University of Reading, and a Visiting Research Fellow at the University of Oxford's Mathematical Institute. His research focuses on arithmetic geometry, number theory, model theory, and ergodic theory, with a particular emphasis on unlikely intersections in Shimura varieties and their applications to number theory. He has held postdoctoral fellowships at the Institut des Hautes Études Scientifiques (IHES) and the University of Oxford, and currently serves as Research Division Lead at the University of Reading. Education: MSci Mathematics, University College London (2010) PhD Mathematics, University College London (2014) Research Interests: Daw's work bridges algebraic geometry and number theory, addressing fundamental questions about Shimura varieties as parameter spaces of abelian varieties. His model-theoretic approaches have advanced understanding of special subvarieties and Zilber-Pink conjectures. Key areas include ergodic methods for studying measure distributions on symmetric spaces and effective computations in algebraic geometry. Labs/Teams: He coordinates the GWNT seminar series, supported by the London Mathematical Society, and collaborates extensively with researchers like M. Orr, A. Gorodnik, and B. Zilber on projects involving modular curves and Galois orbit conjectures. He is also preparing for a research visit at the Institute for Advanced Study (Princeton) in 2025. Advising & Grants: Supports postdoctoral fellowship applications (e.g., Marie-Curie, EPSRC) and advises PhD candidates in number theory and arithmetic geometry. His research is funded through grants from the Engineering and Physical Sciences Research Council (EPSRC) and other UK-based organizations.

Lydia Hamessleyمشاهده پروفایل

استاد

• Music History
• American Folk Music
• Medieval and Renaissance Music
• +۵ مورد دیگر

Lydia Hamessley is the John and Anne Fischer Professor in Fine Arts at Hamilton College, serving as Chair of the Music Department from 2001-05 and 2009-15. Her research focuses on music history, gender studies in music, and American folk traditions. She holds a Ph.D. from the University of Minnesota and has been recognized with major teaching awards including the Samuel and Helen Lang Prize (2013) and the Class of 1962 Outstanding Teaching Award (2007). Her scholarly contributions include Unlikely Angel: The Songs of Dolly Parton (2020) and co-editing Audible Traces: Gender, Identity, and Music (1999). Her work explores intersections between music and culture, with publications on banjo history, gender in performance, and Elizabethan musical manuscripts. Key Roles: Faculty Chair, Academic Council member, and committee leader for Medieval/Renaissance Studies and Women's Studies Professional Affiliations: American Musicological Society, Society for American Music Teaching Distinctions: Over 20 courses taught including Music in American Film, Southern Appalachian Music, and Advanced Seminar in Music History Her research bridges historical and contemporary music, with a focus on underrepresented voices in musical traditions. Current projects include studies on Paul Green’s The Lost Colony symphonic drama.

• Model Theory
• Valued Fields
• Tame Geometry
• +۴ مورد دیگر

Mathias Stout is a Britton Postdoctoral Fellow at McMaster University working with Deirdre Haskell, previously completing his PhD at KU Leuven under Raf Cluckers' supervision. His academic journey includes: PhD in Mathematics, KU Leuven (supervised by Raf Cluckers) Stout's research centers on applying model theory to valued fields and tame geometry, with specialized focus on uniform and motivic integration. His work bridges mathematical logic, algebraic geometry, and number theory, particularly examining p-adic fields, Henselian structures, and definable set geometry in tame contexts. This interdisciplinary approach enables novel solutions to integration problems in non-Archimedean settings. His publication portfolio reveals consistent advancement in model-theoretic applications, spanning foundational integration theory, Diophantine geometry constraints via Pila-Wilkie theorems, and algebraic structure analysis in positive characteristic. Key themes include valuation theory generalizations, geometric tameness preservation, and cross-pollination between arithmetic geometry and logical methods. Professional recognition: Britton Postdoctoral Fellowship at McMaster University Stout actively shapes academic discourse through co-organizing reading groups on Berkovich geometry and Hrushovski-Kazhdan motivic integration, while participating in study groups covering Log-Noetherian functions, Unlikely intersections, and Resolution of singularities. His extensive teaching portfolio across McMaster University's mathematics curriculum demonstrates commitment to pedagogy despite lacking formal PhD advisees. He maintains vibrant research collaborations evidenced by international conference participation and seminar engagements across European institutions, operating within dynamic model theory networks focused on valued field applications.

• Inverse Problems
• Ill-Posed Problems
• Microwaves
• +۴ مورد دیگر

Mlkhail Klibanov is a Professor in the Department of Mathematics and Statistics at the University of North Carolina at Charlotte , where he has served since 1990. His research sits at the intersection of pure mathematics and applied science, focusing on inverse problems for PDEs , ill-posed problems , and interdisciplinary applications in microwaves and nano-science . Dr. Klibanov's work revolutionized the field through his introduction of Carleman estimates (1981), enabling global uniqueness and stability theorems for multidimensional inverse problems. He later developed globally convergent numerical methods —including the convexification method —which solve inverse problems without prior knowledge of solution neighborhoods , unlike conventional approaches. His 2014-2016 work on phaseless inverse scattering resolved a 40-year-old open problem from Chadan and Sabatier's quantum scattering theory textbook, with applications to live cell imaging and nanotechnology . His publications demonstrate remarkable disciplinary reach, spanning mathematical finance (Black-Scholes equation), control theory (1991 stability analysis), and computational methods verified on experimental data. With over 8,800 Google Scholar citations and $3.3 million in federal grants , he ranks among the most highly funded mathematicians in the US. Scientific Recognition: Laudation in Journal of Inverse and Ill-Posed Problems (2022) celebrating his 70th birthday Malta Conference Medal (May 2022) for distinguished contributions Klein College of Science Excellence in Research Award (May 2025) for ongoing impact He serves on editorial boards of Communications in Analysis and Computations , Numerical Methods and Programming , and Journal of Applied and Industrial Mathematics .

Sojin Limمشاهده پروفایل

دانشیار

• Development Studies
• Area Studies
• International Relations
• +۶ مورد دیگر

Dr. Sojin Lim serves as a Reader in Asia Pacific Studies at the University of Central Lancashire within the School of Psychology and Humanities. She holds significant leadership roles as Co-Director of the International Institute of Korean Studies (IKSU) and demonstrates editorial expertise as co-Editor of the Routledge Research on Korea series and Editor-in-Chief of the Asia Pacific Viewpoint Journal (Wiley). Her institutional affiliation places her at the intersection of psychological, humanities, and area studies scholarship. Dr. Lim's research interests span multiple interconnected domains including Development Studies, Area Studies, International Relations, and specialized Korean Studies with particular focus on both North and South Korea. Her work examines international aid policy and practice, with special attention to development in fragile states and compliance with international norms such as the UN Sustainable Development Goals. Her scholarship critically analyzes accountability mechanisms in unlikely settings, triangular cooperation, and the nexus between aid motivations and national interests. Analysis of Dr. Lim's recent publications reveals a consistent scholarly trajectory examining the Korean Peninsula within broader frameworks of development, international relations, and global governance. Her work demonstrates particular expertise in analyzing how states under sanctions engage with international development agendas, with North Korea serving as a critical case study. She has made significant contributions to understanding South Korea's evolution from a fragile state to an international actor, as well as exploring innovative approaches to development cooperation through mechanisms like twinning and triangular cooperation. Co-Director, International Institute of Korean Studies (IKSU) Editor-in-Chief, Asia Pacific Viewpoint Journal (Wiley) Co-Editor, Routledge Research on Korea series Dr. Lim's academic leadership extends to mentoring and collaborative research, though specific advisees are not documented in available materials. Her work demonstrates strong engagement with international development frameworks, particularly the Sustainable Development Goals, and their implementation in challenging political contexts. She maintains active research collaborations with scholars across multiple institutions as evidenced by her co-authored publications. Her institutional home within the International Institute of Korean Studies provides a dedicated space for advancing Korean studies within the broader context of Asia Pacific scholarship. This positioning allows her to bridge disciplinary boundaries between political science, development studies, and area studies, creating a distinctive interdisciplinary approach to understanding Korean Peninsula dynamics and their global implications.

Laurent Bergerمشاهده پروفایل

استاد

• Number Theory
• Arithmetic Geometry
• Galois Representations
• +۵ مورد دیگر

Laurent Berger is a mathematician at École normale supérieure de Lyon in the Unit of Pure and Applied Mathematics (UMPA). He earned his PhD at Université Paris 6 under Pierre Colmez, focusing on p-adic representations and differential equations. After postdoctoral work at Harvard University, he held a researcher position at CNRS (University of Orsay and IHES) and taught at École Polytechnique before joining ENS de Lyon in 2007. He was a junior member of the Institut Universitaire de France (2012-2017) and is currently a Distinguished University Professor. His research centers on number theory and arithmetic geometry, with key interests in: Galois p-adic representations (Phi, Gamma)-modules p-adic Langlands program Nonarchimedean dynamical systems p-adic Fourier theory Lubin-Tate theory His 15 most recent publications span themes like super-Hölder vectors, p-adic Fourier analysis, and decomposition of cyclotomic fields, reflecting his expertise in p-adic Hodge theory and Galois module theory. He has advised four doctoral students and maintains active collaborations with researchers like K. Ardakov and P. Colmez. Awards and honors include a prestigious junior fellowship at the Institut Universitaire de France. His work is documented through 50+ publications since 2000, with MathSciNet, zbMATH, and Google Scholar profiles tracking his contributions to modern number theory.

• Arithmetic Geometry
• Diophantine Geometry
• Shimura Varieties
• +۳ مورد دیگر

Dr Martin Orr is a Neumann Fellow in the Department of Mathematics at the University of Manchester. His research focuses on arithmetic and Diophantine geometry, including unlikely intersections, Shimura varieties, abelian varieties, and K3 surfaces. He has contributed to topics such as the André-Oort conjecture, Zilber-Pink conjectures, and arithmetic properties of algebraic varieties. He has held teaching roles at the University of Manchester, Warwick University, and Imperial College London, instructing courses on Commutative Algebra, Algebraic Number Theory, and Algebraic Geometry. His work involves collaborations on research areas like reduction theory, Galois conjugates, and invariant Brauer groups. Dr Orr has authored over a dozen peer-reviewed publications, including articles in prestigious journals such as Duke Mathematical Journal, Algebra & Number Theory, and Journal de l'Ecole Polytechnique. His research emphasizes geometric and algebraic interplay, with a focus on solving Diophantine problems through advanced number-theoretic and geometric frameworks.

• Arithmetic Dynamics
• Number Theory
• Algebraic Geometry
• +۳ مورد دیگر

Niki Myrto Mavraki is an Assistant Professor in the Department of Mathematics at the University of Toronto Mississauga, part of the Mathematical and Computational Sciences division. Her research focuses on arithmetic dynamics, algebraic geometry, and number theory, with a particular emphasis on the interplay between dynamical systems and Diophantine geometry. She holds a Ph.D. in Mathematics and has contributed to significant advancements in understanding canonical heights, equidistribution theorems, and the geometry of preperiodic points in dynamical systems. Her work spans complex dynamics, elliptic surfaces, and the study of special subvarieties in moduli spaces. Recent contributions include explorations of the dynamical Shafarevich conjecture, Bogomolov conjectures in families of maps, and the geometric properties of PCF parameters. Her research often bridges abstract algebraic structures with analytic tools, addressing questions at the intersection of arithmetic and geometry. Mavraki’s publications reflect a deep engagement with both classical problems and modern techniques, including applications of adelic measures, multiplier spectra analysis, and probabilistic approaches to polynomial dynamics. Her findings have been disseminated through high-impact journals and conferences, contributing to foundational knowledge in her fields.

• Narrative theory
• Queer theory
• Creative Writing
• +۶ مورد دیگر

Deborah Hunn is a Senior Lecturer at Curtin University's School of Media, Creative Arts and Social Inquiry within the Faculty of Humanities. She holds a PhD from the University of Western Australia (2001) and has taught at the University of Adelaide and the University of Western Australia before joining Curtin. Her research interests span narrative theory, queer theory, creative writing, modernism/postmodernism, satire/humour writing, experimental writing, and fan fiction. She has received the Patricia Hackett Prize (2014) and multiple Curtin Student Guild Awards for teaching excellence (2006–2008). Her creative and scholarly work often explores intersections between literary genres, cultural studies, and identity politics. She supervises postgraduate research in creative writing and has authored books like How To Be An Author: The Business of Being an Author in Australia (2021) and The Red and the Blue: Confessions of an (Unlikely) Dockers Fan (2015). Teaching roles include undergraduate courses in creative writing and cultural studies, as well as postgraduate supervision of eight PhD candidates. Her work frequently blends creative production with academic research, particularly in experimental forms and fan-based narratives. Publications span creative works, journal articles, and book chapters, with themes ranging from fan fiction analysis to queer theory applications in modernist narratives. Her recent creative works like Memo to Shanghai (2022) and collaborative blogs emphasize innovative approaches to authorship and publishing in digital spaces. She also contributes to cultural criticism through reviews and essays, such as analyses of Indigenous Australian literature and television fandom dynamics.

Kyrie Vermetteمشاهده پروفایل

مدرس

• Korean Studies
• Women's History
• Colonial Gender Ideologies
• +۵ مورد دیگر

Kyrie Vermette serves as a Sessional Lecturer in the Department of Asian Studies within the Faculty of Arts at the University of British Columbia. She is concurrently pursuing her PhD while teaching in the department's Korean studies program. Vermette's research specializes in Korean women's history during the colonial period, with particular focus on the interactions between Korean women and foreign women living in Korea. Her scholarly work examines how colonial ideologies of race and gender were experienced and expressed through women's cross-cultural relationships, primarily analyzing encounters with North American missionary women and Japanese settler women. She completed her MA in East Asian Studies at the University of Toronto with a thesis entitled "Like Mother, Unlike Daughter: Perspectives and Relationships between Missionary Women in Korea and Korean Women, 1884-1910." Her academic work contributes to understanding gender dynamics within Korea's colonial history, offering nuanced perspectives on women's experiences that extend beyond traditional political and military narratives of the period. Vermette's research represents an important intersection of gender studies, colonial history, and Korean studies.

Jacob Tsimermanمشاهده پروفایل

دانشیار

• Number Theory
• Arithmetic Geometry
• Hodge Theory
• +۷ مورد دیگر

Jacob Tsimerman is an associate professor in the Department of Mathematics at the University of Toronto. His research lies at the intersection of number theory, algebraic geometry, and model theory, with a focus on arithmetic geometry and functional transcendence. Institution: University of Toronto Department: Department of Mathematics Position: Associate Professor Email: jacobt@math.toronto.edu Office: HU1001B, 215 Huron Street, Toronto His research interests include Number Theory, Arithmetic Geometry, Hodge Theory, o-minimality, Shimura Varieties, and Automorphic Forms. He has made significant contributions to the André-Oort conjecture, Ax-Schanuel theorems, and equidistribution problems using tools from model theory and transcendental number theory. His recent publications show a deep engagement with functional transcendence, differential geometry, and the interplay between algebraic and analytic structures. He frequently collaborates with leading mathematicians such as Jonathan Pila, Benjamin Bakker, and Michael Lipnowski. His work often appears in top-tier journals including Annals of Mathematics , Inventiones Mathematicae , and Compositio Mathematica . He has taught a variety of advanced courses such as Number Theory (MAT382), Algebraic Number Theory (MAT415), Topology (MAT327), and Problem Solving Seminars (MAT475, MAT495). He has also produced lecture notes on Etale Cohomology and organized Putnam preparation seminars. While no specific awards are listed in the provided material, his publication record in premier journals indicates high-level recognition in the mathematical community. He advises students informally through seminars and courses, though no formal PhD students are listed. He is involved in research grants and collaborations, particularly in areas bridging logic and number theory. His office hours and course materials suggest active engagement with undergraduate and graduate education. He maintains a research group or circle of collaborators, particularly with Benjamin Bakker, Jonathan Pila, and others working on o-minimality and its applications to Diophantine problems.

Paul Filiمشاهده پروفایل

دانشیار

• Number Theory
• Analysis
• Arithmetic Dynamics
• +۳ مورد دیگر

Paul Fili serves as Associate Head and Associate Professor in the Department of Mathematics at Oklahoma State University, specializing in number theory and analysis with emphasis on arithmetic dynamics and distribution of algebraic numbers. He earned a Bachelor's degree in Mathematics and Physics from Harvard University (2004) and completed his Ph.D. at the University of Texas at Austin (2010) under Jeffrey Vaaler's supervision. His research investigates Bogomolov and Lehmer-type problems, unlikely intersections, and equidistribution in dynamical systems, recently expanding to stochastic dynamics through analysis of stochastic Julia sets and equidistribution. Current work includes preprints on stochastic equidistribution and mutual energy metrics. His 13 publications since 2009 demonstrate sustained contributions to arithmetic dynamics, particularly in Mahler measure theory and height functions, with increasing focus on stochastic processes in recent works. Fili currently mentors Ph.D. student Preston Kelley and teaches graduate courses including Real Analysis and Introduction to Analysis.

Vahagn Aslanyanمشاهده پروفایل

پژوهشگر ارشد

• Model Theory
• Number Theory
• Mathematical Logic
• +۵ مورد دیگر

Vahagn Aslanyan is a Dame Kathleen Ollerenshaw Fellow in the Department of Mathematics at the University of Manchester, supported by an EPSRC Open Fellowship. Previously, he held roles including a Leverhulme Trust Early Career Fellowship at the University of Leeds (2022-2023), senior research associate at the University of East Anglia (2019-2022), and postdoctoral positions at Carnegie Mellon University and the National Academy of Sciences of Armenia (2017-2019). He earned a DPhil in Mathematics from the University of Oxford (2013-2017), supervised by Boris Zilber and Jonathan Pila, and a BSc in De Morgan Algebras from Yerevan State University (2009-2013). Education: Doctor of Philosophy (DPhil), University of Oxford, 2017 Bachelor of Science, Yerevan State University, 2013 Research Interests: Aslanyan specializes in model theory , particularly its applications to number theory, geometry, algebra, and analysis. His current work focuses on the Zilber-Pink conjecture and the Existential Closedness conjecture . The Zilber-Pink conjecture generalizes Diophantine conjectures like André-Oort and Manin-Mumford, addressing 'special' solutions in polynomial equations. The Existential Closedness conjecture explores solvability of equations involving addition, multiplication, and classical functions (e.g., complex exponentials or modular j-functions). Earlier research included universal algebra, studying De Morgan algebras and functions. Publications: His recent work emphasizes foundational problems in model theory and number theory, with a focus on exponential fields and modular functions. Key themes include algebraic structures in Zilber’s frameworks, unlikely intersections in Shimura varieties, and modular j-function properties. Articles often bridge pure logic with analytic and geometric techniques, contributing to open conjectures like Schanuel’s and the modular Zilber-Pink conjecture. Awards: EPSRC Open Fellowship Leverhulme Trust Early Career Fellowship Dame Kathleen Ollerenshaw Fellowship Grants & Advising: Actively involved in grant-funded research, Aslanyan’s EPSRC and Leverhulme support his investigations into existential closedness and Diophantine geometry. He currently accepts PhD students in model theory and related fields.

Anastasia Gordienkoمشاهده پروفایل

استادیار

• Russian Politics
• Ukrainian Studies
• Cultural History
• +۴ مورد دیگر

Anastasia Gordienko is an Assistant Professor at the University of Arizona's College of Humanities. Her research bridges Russian and Ukrainian politics, history, culture, and identity. She authored Outlaw Music in Russia: The Rise of an Unlikely Genre (2023), examining the interplay between criminal music (shanson) and Putin's political dynamics. Ongoing research explores collective memory's role in shaping Ukrainian and Russian national identities through the Pamiatʹ proshlogo project. She also investigates stardom and Slavic celebrity dynamics amid socio-political shifts. Currently teaching courses include RSSS 212: Mythic Russia and RSSS 696D: Russian Literature (20th Century). Her work underscores intersections of culture, power, and memory in post-Soviet contexts. Advising and grants details are not explicitly listed in available texts. No affiliated labs or teams are mentioned.

Jonathan Zippinمشاهده پروفایل

دانشیار

• Skin cancer research
• Melanoma
• Cellular signaling pathways
• +۵ مورد دیگر

Jonathan Zippin is an Associate Professor of Dermatology at Weill Cornell Medical College, where he has been on faculty since 2018. His research focuses on fundamental signaling pathways responsible for cellular growth in the skin, with particular emphasis on the role of soluble adenylyl cyclase (sAC) in melanocyte biology, pigmentation, and skin cancer development. Dr. Zippin maintains active collaborations with researchers at the Sloan Kettering Institute and participates in the Tri-Institutional training programs. Dr. Zippin's educational background includes: M.D. from Weill Cornell Medical College, Cornell University (2006) Ph.D. from Weill Cornell Graduate School of Medical Sciences (2005) B.S. from Cornell University (1998) Dr. Zippin's research program centers on understanding how soluble adenylyl cyclase (sAC), a novel source of cAMP discovered approximately 15 years ago, regulates cellular processes in the skin. Unlike other adenylyl cyclases, sAC is present throughout the cell including the nucleus and mitochondria. His laboratory investigates how sAC signaling affects melanosomal pH, melanin synthesis, and the development of skin conditions including psoriasis, verruca vulgaris, and skin cancer. A significant portion of his work examines how dysregulation of sAC contributes to melanomagenesis and how targeting this pathway might yield novel therapeutic approaches for pigmentary disorders and melanoma. Analysis of Dr. Zippin's recent publication record reveals a strong focus on the intersection of cAMP signaling, melanocyte biology, and skin cancer. His work demonstrates how distinct cAMP microdomains differentially regulate melanosomal pH and pigmentation, with implications for understanding both normal skin physiology and disease states. His research spans basic molecular mechanisms to clinical applications, including therapeutic development targeting sAC for conditions ranging from albinism to melanoma. Notably, his team has developed methods to modulate melanosome pH and melanin levels, with potential applications in treating pigmentary disorders. Dr. Zippin has secured significant research funding to support his work, including: The PanAmerican Society for Pigment Cell Research (PASPCR) 25th annual conference (2024-2025) Evaluation of Vitamin C in melanocytes funded by L'Oréal USA (2023-2026) Development of soluble adenylyl cyclase inhibitors to improve ocular pigmentation funded by the National Organization for Albinism and Hypopigmentation (2023-2026) Mechanisms Of cAMP-Dependent Regulation Of Melanosome pH funded by the National Institute of Arthritis and Musculoskeletal and Skin Diseases (2021-2026) Dr. Zippin collaborates extensively with colleagues including Dr. Zuhal Eraslan (3 joint grants), Dr. Qiuying Chen, and Dr. Steven S. Gross. His laboratory focuses on understanding the subcellular localization of soluble adenylyl cyclase as a potential diagnostic tool for melanocytic proliferations and investigating how sAC signaling pathways might be targeted therapeutically for skin conditions ranging from psoriasis to melanoma.