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Table of Contents
On the Reluctance to Visualize in Mathematics
Using Fractal Geometry to Build
5 other sections not shown
algebra algorithm analysis analytic angle approach behavior blancmange calculus course Color Plate column complex computer graphics concepts conjecture construction convergence cube curriculum diagrams differential equations discussion display draw dynamic eigenvalues eigenvectors example experience experimental explore fractal geometry function gradient graph Halley's method help students image parallelepiped important integral interactive interpretation intuition iteration learning linear linguistic maps mathematical visualization mathematicians mathematics education matrix models multivariable calculus Newton's method objects paper parabola parameters patterns picture plane plot possible present problem proof pseudoinverse questions random reasoning regions represent role sample Science screen secant secant method sequence shown in Figure shows simulation singular value decomposition solution solving stochastic processes surfaces symbolic symmetric symmetric matrix tangent teachers teaching techniques tetrahedron theorem three-dimensional topics traditional transformation triangle understanding vector field visual representation visual thinking zero