Bilal Masud

Learn More
and Applied Analysis 3 where E = ⟨x u , x u ⟩ , F = ⟨x u , xV⟩ , G = ⟨xV, xV⟩ (3) are the first fundamental coefficients, and e = ⟨N, x uu ⟩ , f = ⟨N, x uV⟩ , g = ⟨N, xV⟩ (4) are the second fundamental coefficients with N (u, V) = xu × xV 󵄨󵄨󵄨󵄨xu × xV 󵄨󵄨󵄨󵄨 , (5) being the unit normal to the surface x(u, V). For a minimal surface [6, 33] the mean(More)
We calculate the minimal surface bounded by four-sided figures whose projection on a plane is a rectangle, starting with the bilinear interpolation and using, for smoothness, the Chebyshev polynomial expansion in our discretized numerical algorithm to get closer to satisfying the zero mean curvature condition. We report values for both the bilinear and(More)
Here is presented a four-body potential model for q2q̄2 systems which includes both the spin and flavour degrees of freedom, extending the formalism presented already in the spin independent situation. This allows an application to a realistic situation, which is chosen to be KK̄ scattering. It is seen that because of the gluonic effects in this multi-quark(More)
  • 1