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2-Degree of Freedom Robust Control Design for Plants with Multiple Uncertainties in their Structure

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2-Degree of Freedom Robust Control Design for Plants with Uncertain Gain (Part 2/2)

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2-Degree of Freedom Robust Control Design for Plants with Uncertain Pole

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2-Dimensional Flows, Bifurcations, Lecture 1

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2-Dimensional Flows, Bifurcations, Lecture 2

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2-Dimensional Flows, Bifurcations, Lecture 3

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2-Dimensional Flows, Limit Cycles, Lecture 1

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2-Dimensional Flows, Limit Cycles, Lecture 2

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2-Dimensional Flows, Limit Cycles, Lecture 3

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2-Dimensional Flows, Linear Systems, Lecture 1

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2-Dimensional Flows, Linear Systems, Lecture 2

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2-Dimensional Flows, Linear Systems, Lecture 4

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2-Dimensional Flows, Phase Plane, Lecture 1

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2-Dimensional Flows, Phase Plane, Lecture 2

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2-Dimensional Flows, Phase Plane, Lecture 3

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2. Linear Equations

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20. Matrix for the Composition and the Inverse. Similarity Transformation

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21. Linear Functionals. the Dual Space. Dual Basis I

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22. Dual Basis II. Subspace Annihilators I

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23. Subspace Annihilators II

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24. the Double Dual. the Double Annihilator

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25. the Transpose of a Linear Transformation. Matrices of a Linear Transformation and its Transpose

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26. Subshifts of Finite Type (cont.) , Chatoic Dynamical Systems

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26. Eigenvalues and Eigenvectors of Linear Operators

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27. Diagonalization of Linear Operators. a Characterization

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28. the Minimal Polynomial

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29. the Cayley-Hamilton Theorem

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2D Equilibrium Equations

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2D Heteronuclear NMR: HSQC

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2D Hsqc-Tocsy

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2D NOESY and 2D ROESY

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2D Nuclear Overhauser Effect Spectroscopy (NOESY)

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2D Projection of Space Groups

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2D Space Lattices

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2Nd Uniqueness Theorem, Artinian Rings

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3 + 2 Cycloaddition in Heterocyclic Chemistry

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3 Utilities Problem-Revisited

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3-Halolawsomonoximates of some rare earths

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3-Index to 4-Index System

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30. Invariant Subspaces

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31. Triangulability, Diagonalization in Terms of the Minimal Polynomial

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32. Independent Subspaces and Projection Operators

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33. Direct Sum Decompositions and Projection Operators I

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34. Direct Sum Decomposition and Projection Operators II

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35. the Primary Decomposition Theorem and Jordan Decomposition

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36. Cyclic Subspaces and Annihilators

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37. the Cyclic Decomposition Theorem I

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38. the Cyclic Decomposition Theorem II. the Rational Form

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39. Inner Product Spaces

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3a. Equivalent Systems of Linear Equations I: Inverses of Elementary Row-Operations, Row-Equivalent Matrices