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  3. Vol. 1 No. 1 (2011): IJFPS

Vol. 1 No. 1 (2011): IJFPS

					View Vol. 1 No. 1 (2011): IJFPS
Published: 2011-03-31

ORIGINAL ARTICLES

  • Behavior of elliptical objects in general theory of relativity Physics

    Bijan Nikouravan, J. J. Rawal
    1-5
    • 212
    • pdf 79
    • xml 58
  • ‎ Are there rings around Pluto?‎ Physics

    J. J. Rawal, Bijan Nikouravan
    6-10
    • 170
    • pdf 54
    • xml 58
  • Heterogeneity of uranium in water from south peninsular India Physics

    Reeba Maria Jose, Sunil A, Ben Byju , Christa E Pereira, V K Vaidyan, Jojo P J
    11-14
    • 160
    • pdf 122
    • xml 54
  • Network calculations for cosmochronometric studies Physics

    I Petermann
    15-18
    • 150
    • pdf 113
    • xml 48
  • Comparison of the output power of copper halide lasers versus buffer gas pressure and frequency Physics

    Z. Dehghani, K. Khorasani, B. Sajad, D. Salehinia, S. Behrouzinia
    19-21
    • 124
    • pdf 47
    • xml 47
  • Performance analysis of different modulation schemes using OFDM techniques in Rayleigh fading channel Physics

    Mohammed Safiqul Islam, Gouri Rani Barai, Atiq Mahmood
    22-27
    • 320
    • pdf 210
    • xml 49
  • Organic Conductor Films: Fabrication and Characterization Physics

    H. N. M. Ekramul Mahmud, Anuar Kassim
    28-33
    • 124
    • pdf 57
    • xml 49

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International Journal of Fundamental Physical ScienceISSN: 2231-8186
DOI: 10.14331/ijfps

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International Journal of Fundamental Physical ScienceISSN: 2231-8186
DOI: 10.14331/ijfps

CrossRef  ORCIDMENDELEY / ELSEVIER

Prof. Maryam Mirzakhani

was an Iranian Mathematician & Stanford University Professor.

Born 12 May 1977
Died 14  July 2017

Fields Medal made by Stefan Zachow for the International Mathematical Union (IMU)

Maryam Mirzakhani was an Iranian Mathematician & Stanford University Professor. She was the first woman to win the Fields Medal-Known as the Nobel Prize of Mathematics in 2014 for "her outstanding contributions to the dynamics and geometry of Riemann surfaces and their moduli spaces".

    

   

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