TY  - BOOK
AU  - Cesarano, Clemente
TI  - Numerical Analysis or Numerical Method in Symmetry
KW  - risk assessment||complex Lagrangian||effective order||logarithmic singularities||Swift–Hohenberg type of equation||Cauchy singularity||differential equations||unitary extension principle||oscillatory solutions||coupling impedance||Fredholm integral equations||dual integral equations||composition properties||delay differential equations||chemical reaction||Noether symmetries||symplectic Runge–Kutta methods||order conditions||non-homogeneous||wavelets||multiresolution analysis||narrow band domain||pseudo-Chebyshev polynomials||highly oscillatory integrals||tight framelets||Chebyshev polynomials||nonoscillatory solutions||ignition hazard||quad-colored trees||general solution||operator splitting method||fourth-order ODEs||offshore plant||special function||second-order||surfaces||numerical analysis||effective field strength||closest point method||oblique extension principle||heat generation||B-splines||Runge-Kutta type methods||orthogonality properties||Frobenius method||hamiltonian systems||B-series||k-hypergeometric series||particle accelerator||first integrals||partitioned runge-kutta methods||Clenshaw-Curtis quadrature||recurrence relations||thin needle||nanofluid||Hamiltonian system||k-hypergeometric differential equations||steepest descent method||symplecticity||fourth-order
UR  - https://mdpi.com/books/pdfview/book/2039
ER  -