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Summary

Description	English: Nonlinear operators might not be compatible with addition, i.e. we find arguments $v_{3}=v_{1}+v_{2}$ with $f(v_{3})\neq f(v_{1})+f(v_{2})$ . This property can be condensed in $f(v_{1}+v_{2})\neq f(v_{1})+f(v_{2})$ for some vectors $v_{1},v_{2}$ .
Date	31 January 2019
Source	Own work
Author	Stephan Kulla (User:Stephan Kulla)
Other versions	Compatibility of linear map with addition Noncompatibility of nonlinear map with addition Compatibility of linear map with scalar multiplication Noncompatibility of nonlinear map with scalar multiplication

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