Assistant Professor
Mathematics · Ghana · 2022-09-23
Proposed Endeavor
The petitioner proposes to use fractional calculus and time scales to advance the study of approximations and investigate solutions to fractional differential equation models. This work aims to produce numerical solutions to models concerning infectious diseases, population growth, dispersal, and biological systems.
Framework Evaluation
3 of 3 criteria metThe research improves the understanding of fractional differential equations critical to science, engineering, and the U.S. economy.
The petitioner is well-positioned due to a record of 26 published articles and a citation record indicating reliance by other experts.
On balance, it was found beneficial to the United States to waive the standard requirements due to the nature of the mathematical modeling contributions.
Why This Petition Was Approved
Request for Evidence (RFE)
Successfully AddressedThe petitioner received an RFE during the filing process; the legal team responded by providing further evidence of the petitioner's research success and expert support.
Evidence
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