摘要
In the paper, a method of structuring parameter curves of order n+1 in E′ space is given. The curves satisfy appointed conditions of Hermite type geometry interpolation and can be represented as a linear combination of interpolation dalum points appointed. Their functional type can be chosen arbitrarily. The method itself is direct, simple and can be used in geometric molding of computer aided geometry design and computer graphics.
In the paper, a method of structuring parameter curves of order n+1 in E′ space is given. The curves satisfy appointed conditions of Hermite type geometry interpolation and can be represented as a linear combination of interpolation dalum points appointed. Their functional type can be chosen arbitrarily. The method itself is direct, simple and can be used in geometric molding of computer aided geometry design and computer graphics.
