Quantum – Circuits – Introduction
This post describes is an introduction to quantum circuits in Wave Numbers. It describes the representation of multipart qubits as tensor products. It also shows how multipart qubits are used in multipart addition and Haadamard gates. Definition According to Qiskit, ‘A quantum circuit is a computational routine consisting of coherent quantum operations on quantum data, such as […]
R3 – Euler and Tait-Bryan Angles
Introduction This description of Euler and Tait-Bryan angles in R3 is based on the description of Euler Angles in Wikipedia. According to Euler, any rotation, R, is a combination of 3 Euler angles of rotation. There are two types of Euler Angles. The first are the classic Euler angles, also known as proper angles. The […]
Quantum – Theory – Matrices
Introduction Wave Number matrices allow for the addition and multiplication of quantum states. Opposite Values and flipping work together to get differences and consequently eliminate the need for subtraction. As in classical maths, there is no such thing as division with matrices. Multiply matrix a by the inverse of matrix b in order to divide […]
Quantum – Theory – Single, Multipart and Mega Qubits
This post covers the features of single and multipart qubits. Single Qubit Features Flip Operation Multipart Qubit Features Superposition and Entanglement and Mega Qubits Next: Matrices Previous: Basis and Born’s Rule
Wave Number Bloch Sphere
This post describes the new Wave Numbers Bloch sphere. The sphere has been redesigned to use R2 Wave Numbers. Our shop does not have the Wave Numbers Bloch sphere available yet. However, the classic Bloch Sphere rotation ball is available. Quantum Bases Basis defined by |j^> and |jv> states The states that make up a […]