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251. An Introduction to Optimal Control Theory the Dynamic Programming Approach
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252. Stochastic Optimization Methods
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253. Time-Variant and Quasi-Separable Systems: Matrix Theory, Recursions and Computations
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254. Real Algebraic Geometry and Optimization
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255. An Introduction to Optimal Control Theory: the Dynamic Programming Approach (Texts in Applied Mathematics, 76)
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256. Labor and Supply Chain Networks
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257. Time-Variant and Quasi-separable Systems
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258. Time-Variant and Quasi-separable Systems
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259. Labor and Supply Chain Networks
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260. Time-Variant and Quasi-separable Systems
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261. Time-Variant and Quasi-separable Systems
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262. Time-Variant and Quasi-Separable Systems: Matrix Theory, Recursions and Computations
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263. Time-Variant and Quasi-separable Systems
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264. An Introduction to Optimal Control Theory the Dynamic Programming Approach
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266. Lectures on Optimal Transport (Unitext, 169)
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267. Real Algebraic Geometry and Optimization
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268. Stochastic Optimization Methods
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270. Linear and Integer Optimization (Advances in Applied Mathematics)
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