Draft:C-Wave Quantum Computing

C-WAVE QUANTUM COMPUTING

Quantum computing by using a Bloch Sphere as a Qubit building block yet it is very different from computer bits as we know them.

Description

The C-Wave is a representation of the combined building blocks of quantum computers.

The Bloch sphere is a representation of a qubit, the fundamental building block of quantum computers.

The quantum characteristic of computing in time/space is described by the formula: N=(4/3π R^3 T)^(C^2). Where N represents the volume of information available in a 4-dimensional sphere.

It represents a 4 dimensional sphere, over the axis X Y Z T. (4/3 π R^3 T)^C^2 gives even for a very small object a tremendous capacity. This is valid for all axis in the sphere.

Since all axis ( X Y Z T ) can rotate freely within the 4D sphere, where outside is the 4th dimension, the number of positions at any given T is (4/3 π R^3 )^ C^2. The values of any given position can vary at any value between 0 and 1. Just approaching either one, but never reaching actual the 0 or 1 but are capable of beeing 0 and 1 at the same time .

In a weird way it resembles the slide rule where the calculation 2 x 2 answers to : approximately 4.

Revised 22 february 2025 by Harold Foppele

Bloch sphere Buildingblocks connected in time.

See also :

The Schrödinger equation

Reference:

How to Enhance Dephasing Time in Superconducting Qubits

History of Lorentz transformations combined with Einstein

Quantum Computer

Modelling Nanosystems