34754 results in Cambridge Textbooks
11 - Interior-point methods
- from III - Algorithms
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- Convex Optimization
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- 08 March 2004, pp 561-630
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3 - Convex functions
- from I - Theory
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- Convex Optimization
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- 08 March 2004, pp 67-126
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C - Numerical linear algebra background
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- Convex Optimization
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- 08 March 2004, pp 661-684
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References
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- Convex Optimization
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- 08 March 2004, pp 685-696
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Frontmatter
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- Convex Optimization
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- 08 March 2004, pp i-vi
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1 - Introduction
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- Convex Optimization
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- 08 March 2004, pp 1-18
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7 - Statistical estimation
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- Convex Optimization
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- 08 March 2004, pp 351-396
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4 - Convex optimization problems
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- Convex Optimization
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- 08 March 2004, pp 127-214
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5 - Duality
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- Convex Optimization
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- 08 March 2004, pp 215-288
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Contents
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- Convex Optimization
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- 08 March 2004, pp vii-x
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9 - Unconstrained minimization
- from III - Algorithms
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- Convex Optimization
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- 08 March 2004, pp 457-520
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![](https://assets.cambridge.org/97805218/33783/cover/9780521833783.jpg)
Convex Optimization
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B - Problems involving two quadratic functions
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- Convex Optimization
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- 08 March 2004, pp 653-660
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Index
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- Convex Optimization
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- 08 March 2004, pp 701-716
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8 - Geometric problems
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- Convex Optimization
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- 08 March 2004, pp 397-454
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2 - Convex sets
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- Convex Optimization
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- 08 March 2004, pp 21-66
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Further reading
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- Immanuel Kant: Prolegomena to Any Future Metaphysics
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- 04 March 2004, pp xxxviii-xxxix
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Prolegomena to Any Future Metaphysics
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- Immanuel Kant: Prolegomena to Any Future Metaphysics
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- 04 March 2004, pp 1-134
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![](https://assets.cambridge.org/97805218/28246/cover/9780521828246.jpg)
Immanuel Kant: Prolegomena to Any Future Metaphysics
- That Will Be Able to Come Forward as Science: With Selections from the Critique of Pure Reason
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- 04 March 2004
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Note on texts and translation
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- Immanuel Kant: Prolegomena to Any Future Metaphysics
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- 04 March 2004, pp xl-xliv
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