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Stochastic Control and Mathematical Modeling
- Applications in Economics
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- 07 September 2011
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- 29 January 2010
2 - Stochastic Differential Equations: Weak Formulation
- from Part I - Stochastic Calculus and Optimal Control Theory
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- Stochastic Control and Mathematical Modeling
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- 29 January 2010, pp 51-76
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Part III - Appendices
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- Stochastic Control and Mathematical Modeling
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- 29 January 2010, pp 289-290
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Bibliography
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- Stochastic Control and Mathematical Modeling
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- 29 January 2010, pp 317-322
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6 - Production Planning and Inventory
- from Part II - Applications to Mathematical Models in Economics
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- 29 January 2010, pp 171-184
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10 - Optimal Pollution Control with Long-Run Average Criteria
- from Part II - Applications to Mathematical Models in Economics
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- Stochastic Control and Mathematical Modeling
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- 29 January 2010, pp 237-251
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Contents
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- Stochastic Control and Mathematical Modeling
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- 29 January 2010, pp vii-x
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Frontmatter
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- 29 January 2010, pp i-vi
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G - The Brouwer Fixed-Point Theorem
- from Part III - Appendices
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- 29 January 2010, pp 308-313
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4 - Viscosity Solutions of Hamilton–Jacobi–Bellman Equations
- from Part I - Stochastic Calculus and Optimal Control Theory
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- Stochastic Control and Mathematical Modeling
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- 29 January 2010, pp 97-127
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5 - Classical Solutions of Hamilton–Jacobi–Bellman Equations
- from Part I - Stochastic Calculus and Optimal Control Theory
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- Stochastic Control and Mathematical Modeling
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- 29 January 2010, pp 128-168
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1 - Foundations of Stochastic Calculus
- from Part I - Stochastic Calculus and Optimal Control Theory
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- Stochastic Control and Mathematical Modeling
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- 29 January 2010, pp 3-50
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Part I - Stochastic Calculus and Optimal Control Theory
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- Stochastic Control and Mathematical Modeling
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- 29 January 2010, pp 1-2
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D - Rademacher's Theorem
- from Part III - Appendices
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- 29 January 2010, pp 297-298
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12 - Investment and Exit Decisions
- from Part II - Applications to Mathematical Models in Economics
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- 29 January 2010, pp 269-288
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C - The Riesz Representation Theorem
- from Part III - Appendices
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- 29 January 2010, pp 294-296
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8 - Optimal Exploitation of Renewable Resources
- from Part II - Applications to Mathematical Models in Economics
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- Stochastic Control and Mathematical Modeling
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- 29 January 2010, pp 197-216
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A - Dini's Theorem
- from Part III - Appendices
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- 29 January 2010, pp 291-291
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B - The Stone–Weierstrass Theorem
- from Part III - Appendices
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- 29 January 2010, pp 292-293
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F - The Area Formula
- from Part III - Appendices
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- 29 January 2010, pp 301-307
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