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has a strong PhD program in Applied Mathematics, Applied Statistics, Graph Theory/Combinatorics, and Analysis, featuring active research collaborations both within the University and with external
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of the University’s benefits package to include updates provided through the State of TN. Coordinates the open enrollment process and the Sick Leave Bank program. Assists in designing and prepares/distributes benefits
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to legislative committees and fiscal review on all fiscal note requests during legislative session. Develops weekly update to be distributed to university leadership. Duties & Responsibilities Visit & Event
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. Applicants must have either a PhD in Mathematical Sciences or a minimum of a Master’s Degree in Mathematical Sciences or a related field with at least 18 graduate hours in Mathematics. Candidates should have a
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campus. Submits Federal, State, and University reporting as needed such as TN eCampus distribution reporting and University discount rate percentages. Monitors interim and year-end financial reports
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approximately 1600 students majoring in one of five academic disciplines, including BS, MS, and PhD programs. The College is developing a traditional, on-campus Doctor of Physical Therapy program housed
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be expected to seek external funding. The Department has a strong PhD program in Statistics, Graph Theory, Combinatorics, and Applied Mathematics, with very active research collaborations with other
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for all equipment, apparel, and footwear specific to the sports program. Including: Maintaining daily records of equipment distribution, retrieval, and storage; conducting inventory at the end of the season
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stakeholders. Minimum Position Qualifications Relevant doctoral degree (PhD or DrPH) and meet academic requirements for consideration as a Full or Associate Professor and hold full-time faculty status
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to the department and the PhD program through participation in departmental meetings, workshops, and seminars. Teaching expectations for this position will be three to four 3-credit courses per semester. Additional