Dr. Prashant Goyal

Back to Faculty Dr. Prashant Goyal Department of HMAS Guest Faculty [email protected] Indian Institute of Information Technology, Kota SPL-269, RIICO Industrial Area, Kuber Extension, Ranpur, Kota – 325003, (Rajasthan, India) Google Scholar Qualifications PhD (Kyoto University, 2015) MSc (IIT Hyderabad, 2013) BSc (University of Delhi, 2010) Teaching & Research Experience 3.6 Years Research Interests Nonlinear Parabolic Equations Dispersive Equations Publications Journals Goyal, Prashant, Dhiraj Patel, and S. Sivananthan. "Random sampling and reconstruction in reproducing kernel subspace of mixed Lebesgue spaces." Mathematical Methods in the Applied Sciences 46.5 (2023): 5119-5138 Goyal, Prashant. "Global attractor for weakly damped, forced mKdV equation below energy space." Nagoya Mathematical Journal 241 (2021): 171-203 Goyal, Prashant. "Global attractor for weakly damped, forced mKdV equation in low regularity spaces." São Paulo Journal of Mathematical Sciences 16.2 (2022): 1007-1029

  • Dr. Prashant Goyal
  • Qualifications
  • Teaching & Research Experience
  • Research Interests
  • Publications
  • Journals

Back to Faculty Dr. Prashant Goyal Department of HMAS Guest Faculty [email protected] Indian Institute of Information Technology, Kota SPL-269, RIICO Industrial Area, Kuber Extension, Ranpur, Kota – 325003, (Rajasthan, India) Google Scholar Qualifications PhD (Kyoto University, 2015) MSc (IIT Hyderabad, 2013) BSc (University of Delhi, 2010) Teaching & Research Experience 3.6 Years Research Interests Nonlinear Parabolic Equations Dispersive Equations Publications Journals Goyal, Prashant, Dhiraj Patel, and S. Sivananthan. "Random sampling and reconstruction in reproducing kernel subspace of mixed Lebesgue spaces." Mathematical Methods in the Applied Sciences 46.5 (2023): 5119-5138 Goyal, Prashant. "Global attractor for weakly damped, forced mKdV equation below energy space." Nagoya Mathematical Journal 241 (2021): 171-203 Goyal, Prashant. "Global attractor for weakly damped, forced mKdV equation in low regularity spaces." São Paulo Journal of Mathematical Sciences 16.2 (2022): 1007-1029