Daniel Altemeier (Dipl. Wirt.-Math.)

Intensity ( \( A \) ) :	,
Speed ( \( \nu \) ) :	,
Volatility ( \(\sigma \)) :	,
Inertia ( \(\gamma\) ) :	,
Friction ( \( \zeta\) ) :	,
Time-transform ("fast-forward") multiplier ( \( \epsilon^{-1} \) ) :	.

Default value: \(A=0.7,~ \nu=0.1,~ \sigma=0.05,~ \gamma=1,~ \zeta=0.01,~ \epsilon^{-1}=1\),

The Parameter \(\epsilon\) is always set "\(=1\)" for now.

\[x'_t = -\nabla V(x_t) dt + A\cos(2 \pi \nu t) + \gamma x''(t ) - \zeta x'(t)\]

For \( \epsilon>0 \), time transformation \( s=\epsilon t \) yields

\[ ??? \]

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