Mathematics, 10.12.2019 21:31 brandiwingard
Find the solution of the initial value problem Λ~x = f~ (~x) with ~x(0) = ~x0 for f~ (~x) = βΒ΅x1 βx2 + x 2 1 , ~x = x1 x2 , ~x0 = a b for arbitrarily chosen (a, b, Β΅) β r 3 . is the solution ~u(t; a, b, Β΅) a continuous function of all variables (t, a, b, Β΅) β r 4 ? give an interval t β [βa, a] and an open neighbourhood (a, b, Β΅) β u β r 3 such that ~u β c([βa, a] Γ u, r 3 ).
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Find the solution of the initial value problem Λ~x = f~ (~x) with ~x(0) = ~x0 for f~ (~x) = βΒ΅x1 βx2...
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