On the variational formulation for linear initial value problems
E Tonti - Annali di Matematica pura ed applicata, 1973 - Springer
Annali di Matematica pura ed applicata, 1973•Springer
The paper shows the key place of the choice of the bilinear form in order to give a variational
formulation to a given problem. In particular it is shown how the use of a convolution bilinear
form makes possible a variational formulation for linear initial value problems. A critical
survey of the three main methods that was devised in the past to solve the same problem is
done.
formulation to a given problem. In particular it is shown how the use of a convolution bilinear
form makes possible a variational formulation for linear initial value problems. A critical
survey of the three main methods that was devised in the past to solve the same problem is
done.
Summary
The paper shows the key place of the choice of the bilinear form in order to give a variational formulation to a given problem. In particular it is shown how the use of a convolution bilinear form makes possible a variational formulation for linear initial value problems.
A critical survey of the three main methods that was devised in the past to solve the same problem is done.
Springer
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