Horst Schaefer
I am trying to apply formal concepts from mathematics, logic or science in my work. I also try to reach a balance between the formal aspects, artistic freedom and the resulting aesthetic value. For me it is essential, that the viewer can be aware of these aspects. As a consequence I am exploring how formal concepts generate a visual form. The name ‘Rule and Form’ of my first cycle describes this relationship.
The work presented is part of the cycle ‘Rule and Form’.
The cycle deals with the composition of 7 geometrical figures. The
figures are derived from the Chinese Tangram by splitting a square
into 7 simple figures (two large triangles, one mid-size triangle,
two small triangles, a square, a parallelogram). Each work
exemplifies one particular rule.
Composition principle for Series II:
Series II has the title ‘Angles and Sides’ and contains 23 works.
This series relates geometrical properties like corners, angles
and sides of the figures to each other.
In case of Rule 50, the 7 figures are composed in such a way that
one corner of each figure is touching another figure at its
corner. The rule specifies the angle at the corner. The notion of
a ‘chain’ is used intuitively, without a mathematical definition.
Basically it means that one figure touches at least one and at
most two other figures.
The work presented is part of the cycle ‘Rule and Form’.
The cycle deals with the composition of 7 geometrical figures. The
figures are derived from the Chinese Tangram by splitting a square
into 7 simple figures (two large triangles, one mid-size triangle,
two small triangles, a square, a parallelogram). Each work
exemplifies one particular rule. The rules use geometrical
properties like corners, sides and angles. Currently 3 series are
completed.
Composition principle for Series I:
Series I has the title ‘Surroundings’ and contains 19 works. The
idea of this series is that the 7 figures of the Tangram surround
a geometrical figure. In case of Rule 06, the 7 figures are
composed in such a way that they surround three isosceles,
right-angled triangles.