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Publication
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In the present paper the "interface" dynamics in the case of two complex systems interaction, assimilated to fractal-type mathematical objects, are analyzed. In such context, fractal bistable-type behaviors as transitions in the scale space are obtained. Our findings can be applied to natural bistable behaviors, such as temperature inversion in the planetary boundary layer.
Ursula Röthlisberger, Justin Villard, Martin Peter Bircher