Spatial "artistic" networks: from deconstructing integer-functions to visual arts

Ernesto Estrada, Puri Pereira-Ramos

Research output: Contribution to journalArticle

Abstract

Deconstructivism is an aesthetically appealing architectonic style. Here, we identify some general characteristics of this style, such as decomposition of the whole into parts, superposition of layers, and conservation of the memory of the whole. Using these attributes, we propose a method to deconstruct functions based on integers. Using this integer-function deconstruction we generate spatial networks which display a few artistic attributes such as (i) biomorphic shapes, (ii) symmetry, and (iii) beauty. In building these networks, the deconstructed integer-functions are used as the coordinates of the nodes in a unit square, which are then joined according to a given connection radius like in random geometric graphs (RGGs). Some graph-theoretic invariants of these networks are calculated and compared with the classical RGGs. We then show how these networks inspire an artist to create artistic compositions using mixed techniques on canvas and on paper. Finally, we call for avoiding that the applicability of (network) sciences should not go in detriment of curiosity-driven, and aesthetic-driven, researches. We claim that the aesthetic of network research, and not only its applicability, would be an attractor for new minds to this field.

LanguageEnglish
Article number9893867
Number of pages8
JournalComplexity
Volume2018
DOIs
Publication statusPublished - 17 Jan 2018

Fingerprint

Spatial Networks
Integer
Random Geometric Graph
Attribute
Superposition
Conservation
Attractor
Radius
Art
Vision
Symmetry
Decompose
Unit
Invariant
Graph in graph theory
Vertex of a graph
Graph

Keywords

  • deconstructivism
  • integer functions
  • visual arts

Cite this

Estrada, Ernesto ; Pereira-Ramos, Puri. / Spatial "artistic" networks : from deconstructing integer-functions to visual arts. In: Complexity. 2018 ; Vol. 2018.
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Spatial "artistic" networks : from deconstructing integer-functions to visual arts. / Estrada, Ernesto; Pereira-Ramos, Puri.

In: Complexity, Vol. 2018, 9893867, 17.01.2018.

Research output: Contribution to journalArticle

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