Applied Mathematics Techniques

Applied Mathematics Techniques

Mathematics in modern times is more application oriented. Pure mathematics has developed so many techniques in the area of mathematics. This area deals with various techniques that are used to solve complicated mathematical equations and issues. Applications with techniques might take too much off the students at times and we are here to assist on this issue. Our highly qualified team of experts, besides providing online tutoring is here to provide easiest possible solutions for your appliedmathematics Techniquesassignmenthelp and deliver them to you well before the deadline ensuring highest quality.

  • Conditional extremum and direct methods
  • Convolution and Parsevals relation
  • Finite fourier transform-discrete fourier transform
  • Finite Sturm-Liouvilles transforms
  • Fredholm integral equation-iterative methods
  • Functionals dependent-on higher order derivative
  • Hankel and Z-transforms-inverse transforms
  • Singular integral equations
  • Weighted residue methods
  • Eigen function method
  • Eulers equation
  • Fast fourier transform
  • Greens function technique
  • Moving boundaries
  • Fourier and Laplace transforms
  • Integral equation
  • Variational problems-in parametric form