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        "event_title":"Digital Scholarship 101: Advocating For Your Digital Project",
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        "combined_title":"Digital Scholarship 101: Advocating For Your Digital Project: For humanities, arts, and qualitative social sciences",
        "event_subtitle":"For humanities, arts, and qualitative social sciences",
        "event_type":"Workshop \/ Seminar",
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        "description":"Please join us for the final workshop in the DS 101 series, which brings it all together. You\u2019ve got a great plan for your research project. It\u2019s conceptualized, and you know how you\u2019ll manage the labor, materials, and information. How do you describe the value of your project in your CV or when you are up for review? And how will people know about it and find it once it exists? Building upon the themes in the DS 101 workshop series, this workshop will discuss how to communicate the successes and impact of your digital project to make it legible to fellow researchers and university administration. This session will provide guidance on how to best communicate and highlight to external and internal stakeholders the deliverables and anticipated outcomes of your project.\r\n\r\nNote: This workshop will be held on Zoom. You will receive a reminder and a Zoom link one hour before the workshop.\r\n\r\nAbout the Digital Scholarship 101 workshop series:\r\n\r\nThis series of workshops helps scholars avoid outdated projects, unpreserved knowledge, uncredited labor, and privacy or consent issues by emphasizing process in the project life cycle. Workshop participants learn how to conceptualize the life cycle of a project using human-centered design and backwards modelling when planning their projects to better understand how to version, archive, and preserve their research projects. Throughout the series, thematic questions around sustainability, preservation, accessibility, privacy, consent, grant requirements, and teaching with research will be examined. We encourage you to come with a project in mind and bring materials if available, but is not required to attend.",
        "occurrence_notes":"Register at: https:\/\/ttc.iss.lsa.umich.edu\/ttc\/sessions\/digital-scholarship-101-advocating-for-your-digital-project-2\/",
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        "tags":["Digital Project","Digital Humanities","Workshop","Qualitative Social Sciences","Lsa","Library","Humanities","Graduate Students","Graduate and Professional Students","Ds 101","Digital Studies","Digital Scholarship","Digital Projects"],
        "website":"https:\/\/ttc.iss.lsa.umich.edu\/ttc\/sessions\/digital-scholarship-101-advocating-for-your-digital-project-2\/",
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        "event_title":"Dissertation Defense: Coexistence through life-history variation revisited in tractable models with explicit patch aging and\/or size-structure",
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        "combined_title":"Dissertation Defense: Coexistence through life-history variation revisited in tractable models with explicit patch aging and\/or size-structure: Ursula Trigos-Raczkowski",
        "event_subtitle":"Ursula Trigos-Raczkowski",
        "event_type":"Lecture \/ Discussion",
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        "description":"Abstract: A persistent puzzle in ecology is understanding the mechanisms of competitive coexistence in nature. One of the major hypotheses of how competitive coexistence can arise, in a variety of systems, but especially among tree species in forests (which are important given their role in the global carbon cycle), is that species differ in their successional niches. However, much work remains to fully understand the differences in demographic strategy that could mediate this successional niche differentiation, and the degree to which it is at play in nature. Mathematical modeling has proved to be an important tool for quantifying the influence of differential demographic strategies. However, modeling successional niche differentiation requires consideration of both patch-age structure and size-structure within competing populations. These have been only sparingly included in mathematical models due to the tendency to make the models too complicated to study analytically. In this thesis, we develop a suite of mathematical models that include these structures and systematically assess\u2014using analytical and numerical approaches\u2014their potential to give rise to opportunities for variation between species among demographic trade-offs to enable coexistence. \r\n\r\nThe first set of models we consider incorporate patch-age structure\u2014defined as the subsequent progression of competitive dynamics, or the \u2018aging\u2019 of patches after disturbance events. Patch-age has been posited as creating opportunities for coexistence of species competing on a landscape if they differ in their life history (demographic) strategies. Mathematical models used to study this possibility are either too simple, not modelling patch aging explicitly, or far more complex and requiring extensive simulation. We study four patch-age structured nonlinear partial differential equation (PDE) models that are still analytically tractable in most cases but allow explicit consideration of the progression of competitive dynamics as patches age after disturbance. We consider three possible types of density-dependence for their importance in coexistence under disturbance: 1) on reproduction, 2) on recruitment, or 3) on mortality. Although in nature all three types of density-dependence are likely acting in concert, here we consider each in turn on its own, both to help retain analytical tractability, and to identify which type of density-dependence is critical to set up conditions for coexistence. \r\n\r\nUnder density-dependence on recruitment alone, the model does not permit feasible coexistence. However, under density-dependent reproduction or under density-dependent mortality, variation between two species along a reproduction survival and a sensitivity-to- competition\/mortality trade-off both allow for feasible and stable coexistence. One species must have both higher reproduction and higher mortality than the other species in order for coexistence to occur. Inter mediate relative reproduction and death rates, which could arise from intermediate values of disturbance, lead to a wider coexistence region. The results we present contrast importantly with the classical competition-colonization trade-off model by showing that simply a reproduction\/survival trade-off can facilitate coexistence under disturbance. This trade-off is arguably more often observed in nature. \r\n\r\nThe second set of models we consider incorporate size-structure. Models capturing the size-structured nature of competition between trees are complex, and have faced barriers to complete analysis, leaving the specific demographic trade-offs that could allow for coexistence unclear. We study four size-structured nonlinear PDE models which include hierarchical size-structuring while remaining analytically tractable. We again consider three possible types of density-dependence 1) on reproduction, 2) on recruitment or 3) on mortality. \r\n\r\nUnder only density-dependent mortality we find numerical analysis is needed. While we find that coexistence is not possible under density-dependent recruitment alone, we are able to show that hierarchical size-structuring allows for stable coexistence under density-dependent reproduction when species vary along a reproduction and maximal-height continuum. One species must have a higher reproduction rate while the other is able to grow much taller and escape the harmful effects of competition in order for coexistence to occur. This result provides a more rigorous demonstration of prior results from a more complex model which was analyzed numerically, and also highlights that a trade-off that has been observed empirically among tree species can result in coexistence. \r\n\r\nThe third set of models we consider employ both size and patch-age structure simultaneously. Size and patch-age structures have been used together through extensive simulation and a variety of trade-offs were found to influence coexistence. We consider a size and patch-age structured model which has both a size hierarchy as well as an explicit patch-age structure. We consider a density-dependence on 1) reproduction or 2) recruitment. Under density-dependent recruitment the model does not permit feasible coexistence. However, under density-dependent reproduction\u2014and when shading effects are felt from all individuals\u2014we show coexistence can occur through a trade-off between growth and survival. (Analysis of a density-dependent reproduction model where shading occurs only from taller individuals is in progress.) The growth\/survival trade-off has been widely observed among tree species. The coexistence enabling nature of variation along this trade-off contrasts with forest ecologist\u2019s historical focus on a trade-off between growth in high light and survival in the shade as the key to coexistence. \r\n\r\nThe results we present in this dissertation are the first (without assuming perfect plasticity or discrete size classes) to show analytical trade-offs resulting in coexistence through models which include hierarchical size-structure, patch-age structure or size and patch-age structure. Overall this dissertation provides a basis for an analytically tractable modeling approach for studying competition between two species (with the potential of extending to multiple species) whose populations are structured by size and\/or patch-age and hence provides the core methodology needed for studying coexistence through life-history variation analytically.",
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        "event_title":"Get To Know The Disney College Program",
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        "datetime_start":"20230308T130000",
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        "event_title":"HET Brown Bag Seminar | Veneziano Variations: How Unique are String Amplitudes?",
        "occurrence_title":"",
        "combined_title":"HET Brown Bag Seminar | Veneziano Variations: How Unique are String Amplitudes?: Grant Remmen (KITP, UCSB)",
        "event_subtitle":"Grant Remmen (KITP, UCSB)",
        "event_type":"Lecture \/ Discussion",
        "event_type_id":"13",
        "description":"String theory offers an elegant and concrete realization of how to consistently couple states of arbitrarily high spin. But how unique is this construction? In this talk, I will derive a novel, multi-parameter family of four-point scattering amplitudes exhibiting i) polynomially bounded high-energy behavior and ii) exchange of an infinite tower of high-spin modes, albeit with a finite number of states at each resonance. These amplitudes take an infinite-product form and, depending on parameters, exhibit mass spectra that are either unbounded or bounded, thus corresponding to generalizations of the Veneziano and Coon amplitudes, respectively. For the bounded case, masses converge to an accumulation point, a peculiar feature seen in the Coon amplitude but more recently understood to arise naturally in string theory. Importantly, our amplitudes contain free parameters allowing for the customization of the slope and offset of the spin-dependence in the Regge trajectory. We compute all partial waves for this multi-parameter class of amplitudes and identify unitary regions of parameter space. For the unbounded case, we apply similar methods to derive new deformations of the Veneziano and Virasoro-Shapiro amplitudes.",
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        "event_type":"Meeting",
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        "description":"Students are invited to come learn about the Student Opportunities for AIDS\/HIV Research (SOAR) program, with current students and staff.\r\n\r\nLunch will be provided!\r\n\r\nSOAR offers a research and mentoring experience on HIV, health disparities, and social justice.\r\n\r\nBenefits include paid research opportunities, academic credit in Public Health and\/or Women's & Gender Studies, use of a personal laptop or iPad, assistance in applying to graduate school and much more.\r\n\r\nApplications are open to rising juniors.\r\n\r\nPlease sign up for lunch!",
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        "event_title":"CoderSpaces: Wednesdays Winter 2023",
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        "combined_title":"CoderSpaces: Wednesdays Winter 2023: weekly data science hubs",
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        "description":"Are you grappling with a piece of code, trying to compute on a cluster, or just getting started with a new method such as machine learning? Then we might have just the right space for you. \r\n\r\nAll members of the U-M community are invited to join our weekly virtual CoderSpaces to get research support and connect with others.",
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