New Method For Representation Of Multi-Qubit Systems Using Fractals

Visual representation is essential to share ideas, interpret previous achievements or formulate new algorithms quickly and intuitively, however most representations of multy-qubit systems either conceal the properties of individual qubits or fail to visualize entanglement. This study discusses a representation that overcomes these problems through the methodology of fractals. The proposed method visualizes individual qubits as constants of the fractal that corresponds to the whole system. The statistical self similarity allows the total number of qubits to be flexible, making it easy to study subsystems. Generalization of this method through labeled signed binary trees is also presented which makes it possible to create other representations with similar properties.