A Posteriori Improvement of Cubic Spline Approximate Solution of Two-Point Boundary Value Problem
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概要
著者
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SAKAI MANABU
Department of Mathematics and Computer Science, Graduate School of Science and Engineering, Kagoshim
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Sakai Manabu
Department Of Mathematics Faculty Of Science Kagoshima University
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Sakai Manabu
Department Of Mathematics And Computer Science Graduate School Of Science And Engineering Kagoshima
関連論文
- CIRCLE TO CIRCLE TRANSITION WITH A SINGLE PH QUINTIC SPIRAL
- SPIRAL TRANSITION CURVES AND THEIR APPLICATIONS
- SHAPES OF PLANAR CUBIC CURVES
- QUADRATIC AND T-CUBIC SPLINE APPROXIMATIONS TO A PLANAR SPIRAL
- HIGH ACCURATE RATIONAL CUBIC CURVE
- G^2 PH QUINTIC SPIRAL TRANSITION CURVES AND THEIR APPLICATIONS
- A Posteriori Improvement of Cubic Spline Approximate Solution of Two-Point Boundary Value Problem
- Quadratic Spline and Two-Point Boundary Value Problem
- Biquadratic Spline Approximations
- Piecewise Cubic Interpolation and Two-Point Boundary Value Problems
- Three Minimally Invasive Methods of Measuring of Portal Vein Pressure in Healthy Dogs
- Blood Hyaluronic Acid as a Marker for Canine Cirrhosis