Mathematical Methods in Engineering and Science

Mathematical Methods in Engineering and Science mainly includes topics like vector calculus, linear and nonlinear ordinary differential equations, approximation methods, vector spaces, linear algebra, integral equations and dynamical systems, etc. We have a committed group of well versed experts who provide quality work par excellence. Their perseverance for excellence has helped MechanicalAssignmentExperts create its own niche. Our Customer Support team is staffed by highly qualified specialists with the knowledge and resources to quickly answer your questions and provide support for all your needs. They are readily available 24x7 to assist in all types of inquires and if necessary, to direct you to the appropriate Expert to solve your problems.

  • Analytic Functions   
  • Application of ODE's in Approximation Theory   
  • Approximation Theory and Fourier Series                      
  • Basic Ideas of Applied Linear Algebra      
  • Basic Methods of Numerical Integration   
  • Boundary Value Problems, Question of Stability in IVP Solution           
  • Calculus of Variations                      
  • Complex Analysis and Variational Calculus          
  • Constrained Optimization   
  • Diagonalization and Similarity Transformations 
  • Eigenvalue Problem of General Matrices  
  • Existence and Uniqueness Theory 
  • First Order Ordinary Differential Equations         
  • Fourier Integral to Fourier Transform, Minimax Approximation         
  • Gauss Elimination Family of Methods       
  • Higher Order Linear ODE’s             
  • Householder Transformation and Tridiagonal Matrices            
  • Integrals in the Complex Plane       
  • Integration of Complex Functions
  • Interpolation and Approximation              
  • Introductory Outline of Optimization Techniques
  • Jacobi and Givens Rotation Methods         
  • Laplace Transforms
  • Linear and Quadratic Programming Problems                
  • Mathematical Methods in Engineering and Science         
  • Matrices and Linear Transformations      
  • Methods of Nonlinear Optimization           
  • Numerical Aspects in Linear Systems        
  • Numerical Solution of Ordinary Differential Equations  
  • Operational Fundamentals of Linear Algebra      
  • Ordinary Differential Equations     
  • Parabolic and Elliptic Equations     
  • Partial Differential Equations         
  • QR Decomposition Method 
  • Second Order Linear Non-Homogeneous ODE’s             
  • Separation of Variables in PDE's, Hyperbolic Equations
  • Series Solutions and Special Functions                 
  • Singular Value Decomposition       
  • Singularities and Residues  
  • Singularities of Complex Functions            
  • Solution of Nonlinear Equations and Systems     
  • Solution of Systems of Linear Equations  
  • Special Systems and Special Methods                    
  • Stability of Dynamic Systems          
  • Stiff Differential Equations  
  • Systems of Linear Equations          
  • Vector Analysis: Curves and Surfaces       
  • Vector Calculus in Geometry & Physics

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