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1
Introduction
2
Origin of Quantum Simulation
3
Why is it relevant
4
Where are we
5
Abstract
6
Schrodinger Equation
7
Compilation
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Time Evolution Operator
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Hamiltonian Simulation
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Taylors Theorem
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Taylors Theorem Proof
12
Strategy
Description:
Dive into a comprehensive lecture on quantum simulation presented by Nathan Wiebe from the University of Toronto at IPAM's Winter School on Contemporary Quantum Algorithms and Applications. Explore the origins and relevance of quantum simulation, delving into key concepts such as the Schrödinger equation, time evolution operators, and Hamiltonian simulation. Gain insights into compilation techniques and learn about Taylor's theorem and its proof as applied to quantum systems. Understand the strategic approaches used in quantum simulation and their potential applications in various fields of science and technology.

Quantum Simulation - IPAM at UCLA

Institute for Pure & Applied Mathematics (IPAM)
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