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Innovation on motifs of batiks are shown here. Mathematical approach such asparametric plane curves and algebraic surfaces are introduced to be the noveltyof this research. The specific parametric plane curve used in this paper is themodified hypocycloid curve with the MATLAB program. The quadric surface is theparticular algebraic surface employed in the Surfer program and varied intoseveral surfaces. Furthermore, the gender issue on painting of batiks isexamined by introducing Surfer Batik Workshop for 24 junior students. Thoughstatistically the used number does not representative enough, more colors areused by girls than boys, the interest of painting motifs of batiksis greater ingirls due to the present attitude of participants.  Keywords : parametric plane curve, algebraic surface, quadric surface,Surfer, gender

Innovation of Parametric Plane Curve and Algebraic Surfaces for Motifs of Batik