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David A. Clark's "A Quadratic Field which is Euclidean but not Norm-Euclidean" proved that $\mathbb{Q}[\sqrt{69}]$ is Euclidean with respect to a norm that is almost the absolute value of the usual ...

Bezier Curve,Centripetal,Control Nodes,Control Points,Convergence Of Method,Curve Estimation,Curve Parameters,Efficiency Of Method,Error Function,Euclidean Norm ...

Acoustic Waves,Acoustic Impedance,Actual Ones,Control Problem,Far-field,Incoming Wave,Inverse Problem,Lipschitz Domain,Optimal Control,Optimization Problem,Acoustic ...