Three high schoolers and their mentor revisited a century-old theorem to prove that all knots can be found in a fractal ...

At the beginning of my third year at university studying mathematics, I spotted an announcement. A visiting professor from ...

A fractal – the term he derived from the Latin word fractus ... Tree branches are one of any number of natural phenomena that ...

Today Leo takes a look at the cheap and cheerful new case from Fractal Design - the Focus G. How does it hold up in LEO's ...

Control theory is a branch of mathematics and engineering, which defines the conditions needed for a system to maintain a controlled output in the face of input variation. Classically developed ...

Dynamic systems theory A framework for understanding how systems evolve over time through continuous and often non-linear interactions among components. Dynamic systems theory allows the modelling of ...

This theory further stipulates that each wave will subdivide into three waves toward the trend and two against the trend. It explains a fractal market in which each wave churns out similar ...

This complex equation is a new scientific theory that combines traditional Quantum Field Theory with fractal geometry to solve quantum mechanical problems. The equation is a novel approach and is not ...

Using the multifractal theory, we have calculated GFD values through several types of graph-based topological indices for these structures. To analyze the level of complexity of given structures, the ...

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Once people could trust that free and fair elections would be held regularly, the theory went, other forms of politics would come to seem too costly and violent to consider. The past decade has ...