Ishan Bajaj
Affiliations: | 2019 | Chemical Engineering | Texas A & M University, College Station, TX, United States |
| 2019- | Chemical Engineering | University of Wisconsin, Madison, Madison, WI |
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Parents
Sign in to add mentor| M.M. Faruque Hasan | grad student | 2019 | Texas A & M |
| Christos T. Maravelias | post-doc | 2019- | UW Madison |
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Publications
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| Chang H, Bajaj I, Huber GW, et al. (2020) Catalytic strategy for conversion of fructose to organic dyes, polymers, and liquid fuels. Green Chemistry : An International Journal and Green Chemistry Resource : Gc. 22: 5285-5295 |
| Chang H, Bajaj I, Huber GW, et al. (2020) Catalytic strategy for conversion of fructose to organic dyes, polymers, and liquid fuels Green Chemistry. 22: 5285-5295 |
| Bajaj I, Hasan MMF. (2020) Deterministic global derivative-free optimization of black-box problems with bounded Hessian Optimization Letters. 14: 1011-1026 |
| Bajaj I, Hasan MMF. (2020) Global dynamic optimization using edge-concave underestimator Journal of Global Optimization. 77: 487-512 |
| Bajaj I, Hasan MMF. (2019) UNIPOPT: Univariate projection-based optimization without derivatives Computers & Chemical Engineering. 127: 71-87 |
| Arora A, Iyer SS, Bajaj I, et al. (2018) Optimal Methanol Production via Sorption-Enhanced Reaction Process Industrial & Engineering Chemistry Research. 57: 14143-14161 |
| Balasubramanian P, Bajaj I, Hasan MMF. (2018) Simulation and optimization of reforming reactors for carbon dioxide utilization using both rigorous and reduced models Journal of Co 2 Utilization. 23: 80-104 |
| Arora A, Bajaj I, Iyer SS, et al. (2018) Optimal synthesis of periodic sorption enhanced reaction processes with application to hydrogen production Computers & Chemical Engineering. 115: 89-111 |
| Iyer SS, Bajaj I, Balasubramanian P, et al. (2017) Integrated Carbon Capture and Conversion To Produce Syngas: Novel Process Design, Intensification, and Optimization Industrial & Engineering Chemistry Research. 56: 8622-8648 |
| Bajaj I, Iyer SS, Hasan MMF. (2017) A trust region-based two phase algorithm for constrained black-box and grey-box optimization with infeasible initial point Computers & Chemical Engineering. 116: 306-321 |