Domain > jthartwig.net

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Date	IP Address
2025-10-31	3.5.129.174 (ClassC)
2025-12-13	3.5.129.206 (ClassC)
2026-01-05	52.219.228.152 (ClassC)

HTTP/1.1 200 OKx-amz-id-2: 3YFW5AeubEbaZfsJjdSXeseos3tukmGmZqZuKf072VxSTeE0jr+5qjAlnjjwarFlAZwjlhOl4jzf6ddY3rgSgR6XX4c4jaxox-amz-request-id: GC5W78QZZ580R5APDate: Sat, 13 Dec 2025 13:31:35 GMTLast-Mod

!doctype html>html>head>	meta charsetUTF-8>	title>jthartwig.net/title>/head>body>p>meta nameviewport contentwidthdevice-width, initial-scale1, maximum-scale1 />head>link relstylesheet href./style.css?v1.1 typetext/css />/head>/p>h1 idjonas-t-hartwig-phd>Jonas T. Hartwig, Ph.D./h1>h2 idassociate-professor-in-the-department-of-mathematics-at-iowa-state-university>Associate Professor in the a hrefhttp://math.iastate.edu>Department of Mathematics/a> at a hrefhttp://iastate.edu>Iowa State University/a>/h2>hr />h2 idcarver-hall-470-emspbullemsp-jthiastateedu-emspbullemsp-jthartwignet-emspbullemsp-biography>a hrefhttps://www.fpm.iastate.edu/maps/buildings/building.asp?id20>Carver Hall/a> 470  •  a hrefmailto:jth@iastate.edu>jth@iastate.edu/a>  •  a hrefhttp://jthartwig.net>jthartwig.net/a>  •  a href./bio.html>Biography/a>/h2>div classrow>div classcolumn>h3 idresearch>Research/h3>h5 idinterests>Interests/h5>ul>li>Representation theoryul>li>Lie theory/li>li>quantum groups/li>li>symmetry breaking/li>/ul>/li>li>Mathematical physicsul>li>field theory/li>li>Kaluza-Klein reductions/li>li>supergravity/li>/ul>/li>/ul>h5 idgrants>Grants/h5>ul>li>em>Symmetry Algebras in Relative Representation Theory/em>, funded by the Army Research Office grant W911NF-24-1-0058/li>/ul>h5 idrecent-talks>Recent Talks/h5>ul>li>Spring 2024: a href./notes/DiffRedAlgs2024.pdf>Slides/a> for my talk em>Differential Reduction Algebras/em>/li>li>May 5, 2022: a href./notes/Xiamen-2022.pdf>Slides/a> and a hrefhttp://tianyuan.xmu.edu.cn/cn/course/13.html>video/a> for my talk em>The Diagonal Reduction Algebra of the Lie Superalgebra/em> 𝖔𝖘𝖕(1|2) given at Xiamen University, China./li>/ul>h5 idrecent-papers>Recent Papers/h5>p>For a complete list, see the a hrefhttp://arxiv.org/a/hartwig_j_1>arXiv/a>./p>ul>li>em>a hrefhttps://doi.org/10.48550/arXiv.2507.21730>Dirac Reduction Algebra/a>/em>br/>with Matthew Dorang and Dwight Anderson Williams II/li>li>em>a hrefhttps://doi.org/10.48550/arXiv.2507.

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