Applications of W-IT (Weiman - Iterated Transformations) Program:

Art:

Generalized symmetry
3D structure: spirals, rings, helices, enclosures
Sculpture
Kinetic art
Choreography

Biology:

 DNA double helix, and other polymers
Protein folding, alpha, beta, gamma structures
Molecular cages like chlorophyll and hemoglobin
Molecular machines for enzyme dynamics and conveyance
Locomotion and transport mechanisms for cilia and cytoskeleton
Development of snail shells
Microtubules
Muscular control of tentacles, tails, trunks

Mathematics:

Log spirals, clothoids, helices
Fractals and chaos, Arnoldt tongues
Differential geometry of curves
Number theory, prime numbers, approximation theory
Periodic functions, topology, Fourier series
Pi, E, matrices, geometry, tensors, mappings

Physics:

String theory
Subatomic particles, quantum theory
Resonance in periodic systems in general
Gaps in the rings of Saturn (see above)
Non-linear oscillators

Robotics and Engineering:

Resonance, Harmonic Functions
Simple control of tentacles, trunks and 100+ joint systems
Phase locked loops
Lyapunov exponents, non-linear oscillators

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