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Elliptic Point

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elliptic point [ə′lip·tik ′pȯint]
(mathematics)
A point on a surface at which the total curvature is strictly positive.

Elliptic Point 

a point on a surface at which the total curvature is positive. The surface in the neighborhood of an elliptic point is located on one side of the tangent plane.



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In other words, there are two elliptic points and one hyperbolic point even in the B zone of the perturbed system.
It might be mentioned that one elliptic point (7) exists surrounded by all the closed orbits in the cross-section of the channel.
 
 
 
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