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  2. web.iitd.ac.in › ~shravankumarN. SHRAVAN KUMAR HOME PAGE - IIT Delhi

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    • Publications

      N. Shravan Kumar, Invariant means on a class of von Neumann...

    • Students

      Dr. Manoj Kumar (2016 - 2021) Topic: Harmonic analysis...

    • Contact

      Office: N. SHRAVAN KUMAR ASSOCIATE PROFESSOR Room No. MZ...

    • Bio-Sketch

      Education 2002: Bachelor degree in Mathematics, A. M. Jain...

    • Courses

      Courses. UG courses . MTL 100 Calculus . MTL 101 Linear...

    • Welcome to my Home page

      Dr. N. SHRAVAN KUMAR ASSOCIATE PROFESSOR Department of...

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    • Faculties | Department of Mathematics
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  4. web.iitd.ac.in › ~shravankumar › homeWelcome to my Home page - IIT Delhi

    Dr. N. SHRAVAN KUMAR ASSOCIATE PROFESSOR Department of Mathematics Indian Institute of technology Delhi New Delhi - 110016. Email: shravankumar@maths.iitd.ac.in Tel (O) : (91)-11-2659 1485.

  5. iitd.irins.org › profile › 70399Prof N. Shravan Kumar - Indian Institute of Technology Delhi

    Prof N. Shravan Kumar. Male. Department of Mathematics Indian Institute of Technology Delhi, Hauz Khas New Delhi, Delhi, india - 110016. http://web.iitd.ac.in/~shravankumar/.

  6. www.researchgate.net › profile › Shravan-Kumar-14Shravan KUMAR | Associate Professor | Indian Institute of ...

    Shravan KUMAR, Associate Professor | Cited by 119 | of Indian Institute of Technology Delhi, New Delhi (IIT Delhi) | Read 36 publications | Contact Shravan KUMAR

  7. www.youtube.com › watchGabfest: Talk With Prof. N. Shravan Kumar Part 2 - YouTube

    Mar 5, 2021 · This video illustrates the thorough discussion with Prof. N. Shravan Kumar, Department of Mathematics, IIT Delhi. He is expertise in research areas that includes Harmonic analysis on locally...

    • 23 min
    • 471
    • MathSoc IITD

  8. web.iitd.ac.in › ~shravankumar › publicationsUntitled Document [web.iitd.ac.in]

    N. Shravan Kumar, Invariant means on a class of von Neumann algebras related to ultraspherical hypergroups II, Canadian Math. Bull., Vol. 60(2), 2017, pp. 402-410. N. Shravan Kumar, Power boundedness in the Fourier and Fourier-Stieltjes algebras on homogeneous spaces, Period. Math. Hungar.

  9. www.cambridge.org › core › journalsConvolution structures for an Orlicz space with respect to ...

    Mar 26, 2021 · N. Shravan Kumar Affiliation: Department of Mathematics, Indian Institute of Technology Delhi, New Delhi110016, India (manojk9t3@gmail.com; shravankumar@maths.iitd.ac.in)