| 11. | The second derivative is a matrix ( rank-2 tensor ) called the Hessian.
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| 12. | These can be classified then using the second derivative test from basic calculus.
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| 13. | In the latter case, we recover the usual second derivative test.
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| 14. | They also contain second derivatives of the metric tensor components.
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| 15. | Further the Hessian matrix of second derivatives will have both positive and negative eigenvalues.
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| 16. | Furthermore, its second derivative is zero at the end points.
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| 17. | Is there anything wrong with using this as the definition of the second derivative?
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| 18. | A second derivative font, a modern script, is being tested with the assistance of HarperCollins.
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| 19. | V at constant T . The second derivative of U w . r . t.
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| 20. | How do I do the integral of a second derivative to get x of t?
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