Calibration of a Hyperbola’s Algebraic Equation and Direct Determination of Its Geometric Parameters

Faculty Engineering Year: 2019
Type of Publication: ZU Hosted Pages:
Authors:
Mohamed Mohamed Ali Mohamed Saied
Journal: Biomedicine and Nursing Far East Journal of Mathematical Sciences (FJMS) Volume:
Keywords : Calibration , , Hyperbola’s Algebraic Equation , Direct Determination    
Abstract:
The coefficients of the algebraic equation of a hyperbola are not unique. Multiplying those coefficients by a number 0 does not affect the hyperbola’s shape. In this paper it is shown that at a certain , called calibration number, direct
    
     
 
       

Author Related Publications

  • Mohamed Mohamed Ali Mohamed Saied, "Three Resultant Applications In Surface Modeling For Computer Graphics", Second National Conference of Mathematics, Cairo 6-11 April 1996, 1996 More
  • Mohamed Mohamed Ali Mohamed Saied, "Calibration of a Hyperbola’s Algebraic Equation and Direct Determination of Its Geometric Parameters", Far East Journal of Mathematical Sciences (FJMS), 2019 More
  • Mohamed Mohamed Ali Mohamed Saied, "Mathematical Models For Controlling Singularities Of Low-Degree Implicit Algebraic Surface Patches", كلية الهندسة - جامعة القاهرة, 1996 More
  • Mohamed Mohamed Ali Mohamed Saied, "A Mathematical Model For Determining The Intersection Of Two Algebraic Surfaces", جامعة عين شمس, 1996 More
  • Mohamed Mohamed Ali Mohamed Saied, "Symmetry Planes of Parametric and Discrete Ellipsoids", Sci.Bull.Fac.Eng.Ain Shams Univ., 2003 More

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