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Previous Job Job Title Post-Doctoral Associate - Computational Health Sciences Division Next Job Apply for Job Job ID 360487 Location Twin Cities Job Family Academic Full/Part Time Full-Time Regular
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manufacturing and 3D printing About the Department The University of Minnesota School of Dentistry is the state’s only dental school and the only dental school in the northern tier of states between Wisconsin
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to collaborate at research on the role of stress on healthspan and lifespan in mouse models. The position also includes the opportunity to develop translationally-relevant 2D and 3D cellular models
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proteins and perform western blotting to quantify results. Perform image and data analysis using MATLAB and FIJI, and summarize results by generating appropriate graphical output in Matlab or excel. Keep
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or outside the University of Minnesota. The research will focus on applying, developing and implementing novel statistical and computational methods for integrative data analysis, causal inference, and machine
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interdisciplinary team of researchers and Ph.D students from Department of Computer Science & Engineering as well as other departments. Duties/Responsibilities: (60%) Research and development in networking, edge
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development, data management, and preparation of scientific reports (20%) Computer knowledge to enter data from experiments into existing databases; spreadsheets and web-based applications. Conduct background
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Health Policy Postdoctoral Program supports professional development of researchers as they pursue the following goals: 1. Conduct research to inform the development, implementation, and evaluation
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of undergraduate majors of any academic program on the UMN Twin Cities campus. Additionally, the department has $40 million or more in active research funding at any given time (the majority from NIH), spread across
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contributions Disability and life insurance Employee wellbeing program Financial counseling services Employee Assistance Program with eight sessions of counseling at no cost How To Apply Applications must be