iT邦幫忙

鐵人檔案

第 12 屆 iThome 鐵人賽
回列表
自我挑戰組

About Quantum Computing 系列

More about Quantum Computing

鐵人鍊成 | 共 31 篇文章 | 2 人訂閱 訂閱系列文 RSS系列文
DAY 1

Day 01 前言

月初有幸參加Qiskit Hackathon Taiwan 2020,才發覺有滿多觀念之前操作時沒有弄懂,想透過這次鐵人賽重新有系統地學習Qiskit 使用的教...

2020-09-16 ‧ 由 kehsyu 分享
DAY 2

Day 02 Quantum States and Qubits

What is Quantum? classical coin v.s. quantum coin probability theory with negat...

2020-09-17 ‧ 由 kehsyu 分享
DAY 3

Day 03 Quantum States and Qubits

Representing Qubit States Statevectors Qubit Notation |0⟩ |1⟩ alternative...

2020-09-18 ‧ 由 kehsyu 分享
DAY 4

Day 04 Quantum States and Qubits

The Bloch Sphere |q⟩=α|0⟩+β|1⟩ Single Qubit Gates The Pauli Gates X-gate (b...

2020-09-19 ‧ 由 kehsyu 分享
DAY 5

Day 05 Quantum States and Qubits

The S-gates quarter-turn around the Bloch sphere SS|q⟩=Z|q⟩ The T-gate...

2020-09-20 ‧ 由 kehsyu 分享
DAY 6

Day 06 Quantum States and Qubits

SummaryWith vectors and matrices state vectors vectors that point to a specif...

2020-09-21 ‧ 由 kehsyu 分享
DAY 7

Day 07 Multiple Qubits and Entanglement

Representing Multi-Qubit Statessingle bit -> 2 possible states(0 1)two bits...

2020-09-22 ‧ 由 kehsyu 分享
DAY 8

Day 08 Multiple Qubits and Entanglement

Entangled States Bell state spooky action at a distance More Circuit I...

2020-09-23 ‧ 由 kehsyu 分享
DAY 9

Day 09 Multiple Qubits and Entanglement

Defining Universality rotate input state to output state Basic Gate Sets Clif...

2020-09-24 ‧ 由 kehsyu 分享
DAY 10

Day 10 Multiple Qubits and Entanglement

Representing Multi-Qubit States single bit -> 2 possible states(0 1) two bit...

2020-09-25 ‧ 由 kehsyu 分享