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A Visual Language for Darwin (Year 2010) PDF Inferences Show Both PDFs The role of blending in mathematical invention (Year 2015) PDF
The main motivation for the research that allowed the creation of the works presented here was the development of a system for the evolution of visual languages. When applied to artistic domains the products of computational creativity systems tend to be individual artworks. In our approach search takes place at a higher level of abstraction, using a novel evolutionary engine we explore a space of context free grammars. Each point of the search space represents a family of shapes following the same production rules. In this exhibit we display instances of the vast set of shapes specified by one of the evolved grammars.
The shape will explain the same production rules.

The shape will explain the examples.

We model the mathematical process whereby new mathematical theories are invented. Here we explain the use of conceptual blending for this purpose, and show examples to illustrate the process in action. Our longer-term goal is to support machine and human mathematical creativity.

A Visual Language for Darwin (Year 2010) PDF	Inferences Show Both PDFs	The role of blending in mathematical invention (Year 2015) PDF
The main motivation for the research that allowed the creation of the works presented here was the development of a system for the evolution of visual languages. When applied to artistic domains the products of computational creativity systems tend to be individual artworks. In our approach search takes place at a higher level of abstraction, using a novel evolutionary engine we explore a space of context free grammars. Each point of the search space represents a family of shapes following the same production rules. In this exhibit we display instances of the vast set of shapes specified by one of the evolved grammars.	The shape will explain the same production rules. The shape will explain the examples.	We model the mathematical process whereby new mathematical theories are invented. Here we explain the use of conceptual blending for this purpose, and show examples to illustrate the process in action. Our longer-term goal is to support machine and human mathematical creativity.

Key Mapped Terms

Target Node Source Node
follow model
rule process
specify explain
grammar use
shape we_our

Target Node	Source Node
follow	model
rule	process
specify	explain
grammar	use
shape	we_our

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