Dr. Vivek Kumar

• Ph.D. in Mathematics-Central  University of Jammu, Samba (2023)
  Specialization: Functional Analysis and Operator Theory.
• M.Sc. in Mathematics – University of Jammu (2017).
• B.Sc. – G.G.M. Science College Jammu, University of Jammu (2015).
• CSIR NET-JRF (December 2017, June 2018), JKSET(March 2018), GATE(2018).

Assistant Professor, School of Mathematics
Shri Mata Vaishno Devi University Katra (Dec., 2024–Present)

• Sharma, A. K., Kumar, Vivek. Discrete Cesaro operator between weighted Banach spaces on homogenous trees. Adv. Oper. Theory 5(4), 1667-1683 (2020) (ESCI & Scopus, IF: 0.8)
• Muthukumar, P., Sharma, A. K., Kumar, Vivek. Weighted composition operators between weighted Hardy spaces on rooted trees. Meditterr. J. Math. 20-61 (2023) (SCI, IF: 1.3). 
•  Kumar, Vivek., Sharma, S. K., Sharma, A. K. Difference Cesàro sequence spaces defined by Musielak-Orlicz functions. Jordan J. Math. Stat. 16(2023), no. 3, 421–430. (ESCI & Scopus).
• Sharma Bhanu, Kumar Vivek, Sharma Mehak. Sandwich Weighted Composition operators between Weighted Bloch Spaces. Contemporary Mathematics, Vol.6(4) (2025) . (ESCI & Scopus, IF=2.5).
• Kumar, Ravi., Anuchaivong, P., Kumar, Vivek., Sharma, A.K., Sharma, S. K.,Lacunary Euler sequence spaces over n-normed spaces defined by Musielak-orliz function via matrix transformation of order (alpha, beta).  Afrika Mathematika, (2025) 36:151.(ESCI & Scopus IF=0.7)
• Kumar, Vivek., Mursaleen, M., Sharma, A.K.  Multiplication operators on Cesaro function spaces on rooted trees. Afrika Mathematika, (2025) 36:156.(ESCI & Scopus IF=0.7)

• Courses teaching during the Academic Year 2025-2026(July-December)

  • Engineering Mathematics-I- Lesson Plan
  • Mathematics for Biologists-I- Lesson Plan
  • Differential Calculus- Lesson Plan
  • Fundamentals of Algebra-  Lesson Plan

       Courses teaching during the Academic Year 2024-2025(Jan-May)

• Engineering Mathematics-II-Lesson Plan Engineering Mathematics-II
• Discrete Structure-Lesson Plan Discrete Structure.
• Set Theory-Lesson Plan – Set Theory
• Number Theory and Cryptography-Lesson Plan – Number Theory and Cryptography.

   

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