An approach for minimal surface family passing a curve
  We investigate minimal surfaces passing a given curve in $R^{3}$. Using the Frenet frame of a given curve and isothermal parameter, we derive the necessary and sufficient condition for minimal surface. Also we derive the parametric representation of two minimal surface families passing a circle and a helix as examples. 
Sedat Kahyao\u{g}lu, Emin Kasap
math.DG