In this paper, we study C ζ-calculus on generalized Cantor sets, which have self-similar
properties and fractional dimensions that exceed their topological dimensions. Functions …

The complexity in the styles of 1200 Byzantine icons painted between 13th and 16th from
Greece, Russia and Romania was investigated through the Kolmogorov algorithmic …

Creativity is the ultimate characteristic of human intellect and expression, and it is
inextricably linked to art. Previous research works attempted to analyze and parameterize …

Over the recent decades, a variety of indices, such as the fractal dimension, Hurst exponent,
or Betti numbers, have been used to characterize structural or topological properties of art …

Some neuroaestheticians have adopted a strongly reductionistic view of the arts and sought
to supplant scholarship about the arts with an understanding of their evolutionary and …

Trees in works of art have stirred emotions in viewers for millennia. Leonardo da Vinci
described geometric proportions in trees to provide both guidelines for painting and insights …

Retinal blood vessels form a complex branching pattern that has been shown to be fractal.
The fractal dimension (FD) of the retinal vascular tree lies between 1 and 2. In the literature …

Many have speculated that events of personal and financial loss in Rembrandt's life caused
depression and that this is revealed by examination of his self-portraits particularly those …

New approaches emerging from the analysis of artworks with computational tools have the
potential to offer different perspectives to artworks recreated in digital environments. This …

Besides his architectural works, Indian architect Balkrishna Vithaldas Doshi is also
renowned for expressing his ideas through his paintings. Inspired by Indian-Mughal …