否则,程序结束,把这个字符串作为int返回。 举个例子,设置最大数max为12,我们可以使用⌊ln(12)/ln(2)+1⌋来计算出需要4位二进制数可以涵盖0-12这个范围,如果生成的二进制字符串为1101,也就是十进制的13,因为它比12大,所以我们要重新生成。 下一次,生成的二进制字符串位0110,也就是6,符合规则那么程序结束。 3
量子计算(Quantum Computing)正站在科技的前沿,作为一种性的计算方法,它有望彻底改变我们解决问题的方式。量子计算不仅对计算能力提出了新的定义,也为众多领域带来了深远的变革。本文将探讨量子计算的基本原理、现状与未来趋势,以及它在各个领域的潜在影响。 量子计算的基本原理 Fundamentals of Quantum Computing 量子计...
Fundamentals of Quantum Computing 量子计算基于量子力学的原则,它在计算能力和速度上超越了传统的经典计算机。为了理解量子计算,我们首先需要了解几个关键概念。 量子位(Qubit) Quantum Bit (Qubit) 在经典计算机中,信息的最小单位是比特(bit),它可以是0或1。然而,量子计算机使用量子位(qubit)作为基本单元。量子位不...
Discover several approaches to quantum-resistant cryptography Start coding with Q#, Microsoft's quantum programming language Simulate quantum gates and algorithms with QASM If you prefer a multimodal approach to learning, check out the Quantum Computing Fundamentals book by Chuck Easttom!Inform...
quantum computing fundamentalscomputer scienceclassical computersquantum mechanicsWe all have been using classical computers for a long time. Quantum computing uses the phenomena of quantum mechanics like superposition and entanglement. Quantum computations can help achieve for the breakthroughs we have been ...
《海外直订Quantum Computing Fundamentals》,作者:海外直订Quantum Computing FundamentalsEasttom II 著,出版社:Addison-Wesley Professional,ISBN:9780136793816。
quantum computingquantum speed-upquantum algorithmsThe basic properties of quantum systems allowing potential use for accelerating quantum computing are discussed. The theoretical, computational capabilities of quantum computers and their limitations are described. Basic quantum algorithms allowing acceleration of...
What is a quantum computer and how does it work? How advanced is the technology and what is it used for? ► Learn everything about quantum computing!
“Quantum Computing for Finance” series which introduces quantum algorithms and its use-cases in finance in collaboration withQuantFi, and “Quantum Training for Enterprises” introducing quantum fundamentals to start-ups and industry professionals in collaboration with Zapata AI. QURECA has also ...
Quantum Computing Fundamentals - 4.06 - Pauli-Y gate with Qiskit 130 0 03:29 App Quantum Computing Fundamentals - 7.03 - Simulate a bell state with Qiskit 2 0 03:13 App Quantum Computing Tutorial - 1.7 - Matrices Scalar multiplication 97 0 12:44 App Quantum Computing Fundamentals - 2.04...