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        "event_title":"Family Formation and Migration: The Legacy of the Opioid Epidemic",
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        "combined_title":"Family Formation and Migration: The Legacy of the Opioid Epidemic: Carolina Arteaga, NBER\/University of Toronto",
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        "description":"In this paper, we examine how the opioid epidemic affected family formation and migration decisions in the United States. Leveraging variation in local exposure to the epidemic\u2014driven by Purdue Pharma\u2019s targeted marketing of OxyContin and proxied by 1996 cancer mortality rates\u2014we find that commuting zones with greater exposure experienced a significant rise in fertility, primarily among unmarried, noncollege- educated women in their late twenties. This increase was accompanied by changes in migration patterns: exposure prompted selective out-migration of college-educated women, who tend to have lower expected fertility early in life. Our findings suggest that the epidemic altered local population composition and contributed to long-term demographic divergence across commuting zones.",
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        "datetime_modified":"20251204T193519",
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        "event_title":"Gaussian fluctuations for the open one-dimensional KPZ equation",
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        "combined_title":"Gaussian fluctuations for the open one-dimensional KPZ equation: Andres Contreras Hip (University of Chicago)",
        "event_subtitle":"Andres Contreras Hip (University of Chicago)",
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        "description":"In this talk we consider the open one-dimensional KPZ equation on the interval $[0,L]$ with Neumann boundary conditions. For $L \\sim t^{\\alpha}$ and stationary initial conditions,  we obtain matching upper and lower bounds on the variance of the height function for $\\alpha \\in [0,\\frac23]$ for different choices of the boundary parameters. Additionally, for fixed $L$ and an arbitrary probability measure as initial conditions, we show Gaussian fluctuations for the height function as $t\\to \\infty$. Joint work with Sayan Das and Antonios Zitridis.",
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