Koos verhoeff pythagoras biography
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Reality doesn’t change, but our perception of it does. His solutions for practical design and construction problems opened new possibilities for connecting lattice points with curved and polylinear paths. However, this figure-eight knot, embedded in the FCC lattice, invites you to question assumptions and discover hidden connections.
Can you find both views on each piece?
What seemed separate is actually one continuous form. Subsequently, Bakker leveraged his growing knowledge of computer science to pursue a career in technology, landing a position that required relocating to Paris for much of the 1990s. . Anton’s sculptures reveal dynamic symmetries that ask the viewer to reflect on the beauty and multiplicity of perspectives inherent in all things.
By applying these techniques at both small and large scales in steel, bronze, and in virtual reality, Bakker has created unique sculptures that have been collected privately and publicly throughout the United States and Europe.
Bakker sold his tech business in 2018, shortly after the death of Koos, to devote himself to art full time.
Centrum Amsterdam, 1953.
Verhoeff, J., On pseudo-convergent sequences, Nederl. Can you find the Two Squares View, where the form appears as two separate, nested squares? Tom Verhoeff is a mathematical computer scientist.
References:
Verhoeff, J., Error Detecting Decimal Codes, Mathematical Centre, Amsterdam, 1969.
Verhoeff, J., Wiskundige aspecten van het Nederlandse administratienummer voor personen (Mathematical aspects of the Dutch administration number for persons), Informatie, maandblad voor informatieverwerking, Volume 12, nr.
Together, they created multiple lattice-derived sculptures that were exhibited throughout Europe.
Meanwhile, Bakker was at the forefront of a new tech field, working with innovators in Belgium to explore the possibilities of 3D printing. This work is less well known because it was published in Dutch. What began as a simple introduction over a shared interest in computer technology turned into a 40-year artistic collaboration.
Using custom-built technology, Anton creates curved and polyline paths by connecting points in space, resulting in patterns derived from nature’s archetypes.
The human attraction to symmetry extends deep into the unconscious realms of our minds.
Natural patterns and symmetries also play a key role in present-day technology.
He studied mathematics in Leiden and Amsterdam and wrote his doctoral dissertation in the area of coding theory. But shift your viewpoint, and suddenly, the sculpture is on its head, flipping your understanding of its structure.
This transformation is a reminder that perspectives matter.
In fact, the publication in which his check digit system is included was a reworked version of his thesis. Just as a screen flattens reality, a fixed viewpoint can obscure deeper connections.
Koos Knoopje (Koos’ Small Knot), challenges you to explore how perspective shapes perception. From one angle, it appears to be standing firmly on its feet, grounded and stable.