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Mathematical Economics Assignment help , Mathematical Economics homework help

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Some of the homework help topics include:

  • Systems of equations,Linear independence,Multivariate calculus,Functions from Rn to Rm, Inverse functions ,Analysis,Sequences,Distance/Metrics,Linear algebra , Matrix algebra , Determinants 
  • Vectors and matrices,Integration,Ordinary di¤erential equations,Systems of di¤erential equations,Eigenvalues,Phase diagrams
  • Hessian sufficient conditions for quasi-concavity and concavity
  • Calculus (gradients, total derivatives, directional derivatives),Implicit functions,Quadratic forms,Optimization

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Help for complex topics like:

  • Unconstrained optimization,Constrained optimization,Value functions,Envelope theorems,Comparative statics,Dynamic analysis,Dynamic optimization in continuous time,Convergence of Sequences,Geometric series,Least Upper bounds and Greatest Lower Bounds
  • Cauchy Sequences,Topology of Rn,Continuous Functions,Upper and Lower Hemi-continuous correspondences,Univariate and Multivariate Differentiation,The fundamental notion: linear approximations to nonlinear functions.
  • The Differential in Univariate Calculus,Partial Derivative, Cross Partial and Total Derivatives,The differential in Multivariate Calculus: real-valued functions,The differential in Multivariate Calculus: vector-valued functions
  • Support functions and separating hyperplanes,Taylor’s Theorem,Application of Taylor’s theorem: 2nd order conditions for an unconstrained maximum,Integration: Leibnitz’s rule,Constrained Optimization,Existence and Uniqueness
  • Necessary and sufficient conditions for a solution to an NPP,Demonstration of why the KT conditions are really necessary,Interpretation of the Lagrange Multiplier,KT conditions and the Lagrangian approach,Computing a solution to a NPP: a worked example
  • Second Order conditions for a Constrained Maximum,The Hamiltonian,Characteristics of functions,Terminology Review,Surjective, Injective and Bijective functions,Homotheticity,Homogeneity and Euler’s theorem,Monotonic functions,Concave and quasi-concave functions; Definiteness, Hessians,Second Order condtions, Definiteness and Semidefiniteness

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