UMAP Modules: Tools for Teaching 1997Paul J. Campbell |
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Contents
Orthogonal Projections | 67 |
Optimal Foraging Theory | 97 |
How Does the NFL Rate Passers? | 141 |
Copyright | |
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57 Bedford Street Algorithm Applications ascent bluegills Calculate caloric intake rate caloric value coefficients COMAP complex numbers complex square root compute coordinates cube roots cubic equation curve Daphnia decompression denote differential equation diving tables dot product encounter rate energy Example Exercise Figure Fourier function geometric habitat Haldane's half-time inequality inner product kcal/min least-squares Lexington Linear Algebra linear space logistic Mathematical Association method Modules in Undergraduate multiplication multiplicative inverse NFL rating numerical analysis optimal diet optimal foraging theory orthogonal projection orthonormal passers patch Pearl and Reed point of inflection polynomial population predator prey items prey type profitability quadratic equation quadratic formula quartic equation real numbers solution solve stop t₁ Theorem tissue pressure Tools for Teaching UMAP Journal UMAP Modules Undergraduate Mathematics vector Verhulst verify whence worms Yule