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Vikas Kumar on Muck Rack

Vikas Kumar

Hyderabad
As seen in: Nature, Wiley Online Library, Mint, India Today, Business Standard, Royal Society of Chemistry, BioRxiv, Financial Express, National Herald India, The Journal of Biological Chemistry
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Articles

Notes on the Identity of Cremanthodium thomsonii and a New Distributional Record of C. trilobum (Asteraceae) for the Flora of India

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By Rahul Kumar, Jeremy Dkhar, Vikas Kumar
| Wiley Online Library Verified
Conflicts of Interest The authors declare no conflicts of interest. Data Availability Statement The data that supports the findings of this study are available in the supporting information Data  of this article. Supporting Information Filename Description fedr70112-sup-0001-Supinfo.docxWord 2007 document , 14.2 KB Data S1: The details of specimens examined for Cremanthodium thomsonii, C. oblanciligulatum, C. reniforme, and C. decaisnei. References , , and . 2021.
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Smallest acyclic tricationic molecule containing a Bis(phosphine)-stabilized low-valent triantimony-based Unit

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By Nilanjana Mukherjee, Benjamin Peerless, Vincent L. Nadurata, Vikas Kumar, Mayur Sangole, Christopher Kay, Robert Kruk, Florian Weigend, Stefanie Susanne Dehnen, Rajesh G. Gonnade, Cem B Yildiz, Moumita Majumdar, Kirandeep Singh, Haakon T. A. Wiedemann
| Nature Verified
Abstract Element-element bonded multiply charged cationic species are well known as dimers or small cyclic oligomers in the condensed phase. However, the smallest acyclic version, a trinuclear unit possessing greater than a monocationic charge, has remained elusive. Here we introduce a bis(phosphine) supported low valent triantimony-based tricationic compound as a new entrant in this field.
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A detailed numerical analysis of a two‐dimensional time‐fractional convection-diffusion model for groundwater pollution problems

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By Pradip Roul, Vikas Kumar, Sameer Khandagale, VNIT Nagpur India
| Wiley Online Library Verified
CONFLICT OF INTEREST STATEMENT The authors declare that they have no conflict of interest. DATA AVAILABILITY STATEMENT The authors have nothing to report. REFERENCES 1, : A compact finite difference scheme for fractional Black–Scholes option pricing model. Appl. Numer. Math. 166, 40–60 (2021) 2, , , : Numerical approximation of a fractional neutron diffusion equation for neutron flux profile in a nuclear reactor. Prog. Nucl.
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