CD Tesis
Solusi Masalah Nilai Awal Dan ersamaan Integral Fredholm Linear Jenis Kedua Dengan Menggunakan uadratur Mendeleev
Mendeleev’s quadrature is used to construct an alternative method for solving
the initial value problem. The local truncation error and the stability region of
the proposed method are discussed. The numerical simulations show that this
method is good enough in solving the initial value problem. Moreover, after
deriving the composite Mendeleev’s quadrature, we discuss how to use it for
solving a linear Fredholm integral equation of the second kind. The numerical
examples show that the composite left Mendeleev’s quadrature gives a good
degree of accuracy.
Keywords: Local truncation error, Mendeleev’s quadrature, initial value pro-
blem, stability region, linear Fredholm integral equation of the second kind
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