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  3. Vol. 1 No. 4 (2011): IJFPS

Vol. 1 No. 4 (2011): IJFPS

					View Vol. 1 No. 4 (2011): IJFPS
Published: 2011-12-31

REVIEW ARTICLE

  • Understanding requirements for a holistic tool for Ecodesign-first steps Engineering Design

    N. Seier, Y. Dereli, W. Haas
    68-73
    • 92
    • pdf 63

ORIGINAL ARTICLES

  • Structural and Optical Properties of SiOx/Au/SiOx Layer Films on the Effect of Rapid Thermal Annealing Process Chemical Vapour Deposition

    Najwa Rosli, Keewah Chan, Saadah A. Rahman, Ilyani Putri Jamal, Zarina Aspanut
    74-77
    • 85
    • pdf 48
  • Extraction Pb(II) by (Z)-Furan-2-carbaldehyde Thiosemicarbazone adsorbed on surfactant coated alumina before determination by FAAS Determination of lead

    R. Ghiasi, S. Behrouzinia
    78-82
    • 103
    • pdf 53
  • Silicone-Polyester Blended Coatings for Corrosion Protection Coating

    K. Ramesh, S. Ramesh, B. Vengadaesvaran, A.K. Arof
    83-86
    • 84
    • pdf 68
  • Spectral variations in supercontinuum pulse propagation Nonlinear Schrödinger Equation

    Moosa Shafiu
    87-90
    • 66
    • pdf 51
  • A geometric representation for visualizing relativistic length and time measurement General relativity

    91-94
    • 62
    • pdf 38
  • Fuzzy logic model in landslide hazard zonation based on expert judgment Geophysics

    R. Sharifi, A. Uromeihy, M. Ghorashi
    95-98
    • 111
    • pdf 59
    • xml 36

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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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