Last Updated：2025/12/03
In approximation theory, the Bernstein basis polynomial b_{i,n}(t) = C(n,i) ti (1-t){n-i} is used to construct Bézier curves because of its positivity and partition of unity properties.
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In approximation theory, the Bernstein basis polynomial b_{i,n}(t) = C(n,i) ti (1-t){n-i} is used to construct Bézier curves because of its positivity and partition of unity properties.
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近似論では、b_{i,n}(t)=inom{n}{i} t^i(1-t)^{n-i} と定義されるベルンシュタイン基底多項式は、正値性と単位分割の性質のためベジェ曲線の構成に用いられます。
