II. FINITE DIFFERENCE METHOD 1 Difference formulae

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finiteconvdiff
______________________________________________________ # codice di figura II6 (con D=0.45, L=T=J=N=20) schema alle differenze esplicito sta # e di figura II7 (con D=0.55,L=T=J=N=20) schema esplicito instabile perche Dk/h^2 > pdeII7
Page 1 and 2: Computational Methods and advanced
Page 3 and 4: Let us apply Taylor’s formula. 1
Page 5 and 6: errore(h) errore totale h errore di
Page 7 and 8: By hypothesis (2), A satisfies: z T
Page 9 and 10: y 5 10 15 20 25 y’’+y=x^2, y(
Page 11 and 12: i.e. the method satisfies a converg
Page 13 and 14: the world: ”All things were creat
Page 15 and 16: This scheme, which is known as upwi
Page 17 and 18: iterabile
Page 19 and 20: u t Figure 6: The explicit method (
Page 21 and 22: is transformed into the difference
Page 23 and 24: t(y) trasposta del vettore colonna
Page 25 and 26: sinusoide source("sinusoide.txt") >
Page 27: qchisq(0.99,df=10) quantile 0.99 di

II. FINITE DIFFERENCE METHOD 1 Difference formulae

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