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True Zero Eigenvalues Catastrophe Points

For a function where most points yeE are non-stationary, there are the stationary points which organize the global qualitative topography. Briefly said, you get most information by looking at the points with striking mathematical behaviour  [Pg.86]

True zero eigenvalues of the Hessian occur if the potential energy, E, [Pg.86]

We discuss the simplest two cases, namely a potential which is cubic in one (i) or in two (ii) degrees of freedom. [Pg.86]

A peculiarity occurs if the parameter varies from negative values [Pg.87]

On the other hand, the catastrophe point y 0 of the term y is easy [Pg.87]


See other pages where True Zero Eigenvalues Catastrophe Points is mentioned: [Pg.86]    [Pg.86]   


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