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  • Was dark matter detected in India 40 years ago? 
    Rajasekaran G. (Indian Academy of Sciences, Bangalore, 2016)
    This paper is based on a paper written byMV NMurthy and G Rajasekaran, Pramana- J. Phys. 82, L609 (2014); arXiv:1305.2715. The possibility of the unexplained Kolar events, recorded in the 1970s and 1980s, being due to the ...
  • What is the next step after electroweak unification? 
    Rajasekaran G. (IIT Kanpur, 1985)
  • Working Group report: Netrino and astroparticle physics 
    Srubabati Goswami; Raghavan Rangarajan; Rajasekaran G. (Indian Academy of Sciences, Bangalore, 2004)
    This is the report of neutrino and astroparticle physics working group at WHEPP-8. We present the discussions carried out during the workshop on selected topics in the above fields and also indicate progress made subsequently. ...
  • Working group report: Neutrino physics 
    Choubey S.; Indumathi D.; Agarwalla S.; Bandyopadhyay A.; Bhattacharyya G.; Chun E.J.; Dasgupta B.; Dighe A.; Ghoshal P.; Giri A.K.; Goswami S.; Hirsch M.; Kajita T.; Kaplinghat M.; Mani H.S.; Mohanta R.; Murthy M.V.N.; Pakvasa S.; Parida M.K.; Rajasekaran G.; Ray S.; Rodejohann W.; Roy P.; Umasankar S.; Schwetz T.; Sinha N. (Indian Academy of Sciences, Bangalore, 2009)
    This is the report of the neutrino physics working group at WHEPP-X. We summarize the problems selected and discussed at the workshop and the papers which have resulted subsequently. © Indian Academy of Sciences.
  • Y o ? (1405) as a possible exception to the quark-picture of Hadrons 
    Rajasekaran G. (Aligarh Muslim University, 1967)
  • Z _N Symmetry and confinement-deconfinement transition in SU(N)+ Higgs theory[HBNI Th138] 
    Minati Biswal (The Institute of Mathematical Sciences, 2018)
    In this thesis, we study the ZN symmetry and confinement-deconfinement (CD) transition in SU(N) Higgs theory. In the absence of the Higgs field, the Euclidean action is invariant under the ZN gauge transformation. This ...
  • Zeros of general L-functions on the critical line[HBNI Th52] 
    Krishnan Rajkumar (The Institute of Mathematical Sciences, 2013)
    The author studies the gaps between consecutive zeros on the critical line for the Riemann zeta function, and some of its generalisations, namely, the Epstein zeta function and the Selberg class of functions. First a ...
  • λ Binding in hypernuclei by nonlocal interaction 
    Rajasekaran G.; Biswas S.N. (1961)
    The characteristics of the Λ-N interaction at low energy have been obtained assuming that the Λ-N potential is nonlocal but separable and similar to that suggested by Yamaguchi in the case of N-N potential. The unknown ...