- LocationFour Town Fair Grounds
- DescriptionFor more information visit https://www.hartfordcounty4hfair.org/ (https://www.hartfordcounty4hfair.org/)
- Websitehttps://events.uconn.edu/event/845419-hartford-county-4-h-fair
More from Master Calendar
- Aug 229:30 AMISSS Hartford Orientation Session Fall 2025
- Aug 258:00 AMNew Employee Orientation Day TwoUConn Health Day 2 new employee orientation is conducted on Saba. It focuses on comprehensive training for our newest workforce, covering diversity awareness, sexual harassment prevention, and compliance to ensure a respectful and compliant work environment.AgendaDay 2Format: Saba Self-Guided Learning Time: 8 am - 4:30 pm Location: RemoteActivities: Dive deeper into your compliance and role-specific training and explore resources at your own pace.
- Aug 2612:30 PMNDRS General Body MeetingThe meeting will explain what NDRS is, what we look to achieve, the resource we are for students, and the events that we put on. In addition, the meeting will heavily focus on the Annual Fall Intramural Negotiation Competition (AFINC) that will be hosted two weeks after the meeting.
- Aug 263:30 PMMCB Seminar Series: Ken Campellone - Full Professor TalkDr. Ken Campellone University of Connecticut Molecular and Cell Biology Host: Carol Teschke
- Aug 2712:00 PMGastroenterology/Hepatology Grand RoundsGI Grand Rounds conferences take place weekly on Wednesdays at noon via Webex. Please contact Amy Pallotti to be added to detailed conference announcement emails.
- Aug 283:30 PMMathematics Colloquium, Spectral theory for differential operators with singular potentials, Jussi Behrndt (Graz University of Technology)In this talk, we discuss qualitative spectral properties of self-adjoint Schrödinger and Dirac operators. We first briefly review some of the standard results for regular potentials from the literature and turn to more recent developments afterwards. Our main objective in this lecture is to discuss differential operators with singular potentials supported on curves or hyperplanes, where in the case of Dirac operators it is necessary to distinguish the so-called non-critical and critical cases for the strength of the singular perturbation. In particular, it turns out that Dirac operators with singular potentials in the critical case have some unexpected spectral properties. This talk is based on joint some recent works with P. Exner, M. Holzmann, V. Lotoreichik, T. Ourmieres-Bonafos, and K. Pankrashkin.