Duality between cuspidal butterflies and cuspidal  singularities on maximal surfaces
 singularities on maximal surfaces
Abstract
We give criteria for cuspidal butterflies and cuspidal  (
 ( ) singularities in terms of the Weierstrass data for maximal surfaces, and also show non-existence of cuspidal
) singularities in terms of the Weierstrass data for maximal surfaces, and also show non-existence of cuspidal  (
 ( ) singularities on maximal surfaces. Moreover, we show duality between these singularities considering the conjugate maximal surfaces each other.
) singularities on maximal surfaces. Moreover, we show duality between these singularities considering the conjugate maximal surfaces each other.
		 (
 ( ) singularities in terms of the Weierstrass data for maximal surfaces, and also show non-existence of cuspidal
) singularities in terms of the Weierstrass data for maximal surfaces, and also show non-existence of cuspidal  (
 ( ) singularities on maximal surfaces. Moreover, we show duality between these singularities considering the conjugate maximal surfaces each other.
) singularities on maximal surfaces. Moreover, we show duality between these singularities considering the conjugate maximal surfaces each other.DOI Code:
		 10.1285/i15900932v38n1p115
		
		Keywords:
					maximal surface; frontal; cuspidal butterfly; cuspidal $S_k$ singularity
		 
		
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