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        "event_title":"Public Health Graduation Kickoff &  Photo Celebration",
        "occurrence_title":"Session 6: Professional Photo with Dean Bowman or Dr. Emily Youatt",
        "combined_title":"Public Health Graduation Kickoff &  Photo Celebration: Session 6: Professional Photo with Dean Bowman or Dr. Emily Youatt",
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        "description":"The excitement of graduation is building up, and we want to celebrate this significant milestone. Join us as we kick off the celebration with professional photo opportunities, treats, and a chance to bid farewell to the place that has been the heart of your educational journey.Date: April 29, 2024\u00a0\u00a0Time: 1:00 pm - 3:00 pm\u00a0\u00a0Location: SPH 1: Professional Photos in the Cafe and Public Health Sign, celebrations around SPH 1\u00a0Highlights:Professional Photos:Capture the magic with snapshots alongside Dean Bowman and Dr. Emily Youatt.Iconic Moment:  Freeze time with a professional photo at the School of Public Health sign.Creative Captures: Have fun with DIY photos using imaginative backdrops and props.Get Informed: Gain insights into graduation resources and a Q&A session to address all your queries.Dress the Part: Wear your regalia or come business casual and showcase your unique style.Bring along your friends, family, or that favorite professor who left an indelible mark on your public health journey and document this big occasion.\u00a0This isn't just a celebration; it's a golden opportunity to access valuable resources and find answers to all your graduation-related questions ahead of the big day. Secure your spot now to snap a photo with Dean Bowman or Dr. Emily Youatt and make the most of numerous additional photo opportunities. Don't miss out on this fun event that marks the beginning of your graduation festivities!",
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        "event_title":"RTG NT: Affine Soergel bimodules and flattening",
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        "combined_title":"RTG NT: Affine Soergel bimodules and flattening: Calvin Yost-Wolff",
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        "description":"Abstract: Soergel bimodules categorify the Hecke algebra of a Coxeter group and have been useful in studying Kazhdan-Lusztig polynomials.  Khovanov used Soergel bimodules for the symmetric group to construct a triply graded link invariant which is notoriously difficult to compute. Recently, Mellit and Hogancamp computed this invariant for torus links. Affine Soergel bimodules are an analogous categorification of affine Hecke algebras. Categorifying the flattening homomorphism from the affine Hecke algebra to the finite Hecke algebra could shed light on this computation of Mellit and Hogancamp. I will explain approaches to defining this functor and conjectures involving this functor and the categorical center of affine Soergel bimodules.",
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        "event_title":" Explore a Career in Education at Uncommon Schools!",
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        "combined_title":" Explore a Career in Education at Uncommon Schools!",
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        "event_type":"Careers \/ Jobs",
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        "description":"Uncommon Schools is thrilled to host an Information Session onHandshake. Join us to explore exciting career opportunities in education.Our event is entirely virtual, making it easy for students to engage with recruiters and explore open positions without leaving their homes. We'llprovide an informative and interactive platform that will allow you to learn more about Uncommon Schools and our mission to close the achievement gap in public schools. Plus, we have multiple open positions in Camden, New Jersey, where we are committed to supporting students and families in underserved communities. Don't miss this chance to connect with our recruiter and take the first step toward a fulfilling career with Uncommon Schools. Register now to attend our Virtual Information Session and discover your passion for education. We can't wait to meet you!",
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