BEGIN:VCALENDAR VERSION:2.0 PRODID:-//linuxsoftware.nz//NONSGML Joyous v1.4//EN BEGIN:VEVENT SUMMARY:Quantum Computing applied to Partial Differential Equations in Pla sma Physics DTSTART:20221219T090000Z DTEND:20221219T110000Z DTSTAMP:20260623T224744Z UID:e2bf51f1-55a5-4594-a012-5510081ed809 SEQUENCE:2 CREATED:20221216T112026Z DESCRIPTION:Abstract:Quantum computers are a promising tool to solve certa in problems that are out of reach of classical computers. In this presenta tion\, I propose new quantum algorithms for solving some nonlinear partial differential equations\, which occur frequently in the context of plasma physics. I start by presenting new classical methods with better asymptoti c complexity\, and then prove that\, when compared with the classical case \, this new quantum algorithm shows an exponential speedup with regards to the number of time steps considered\, while also having a quadratic speed up in other parameters. Additionally\, I also propose a new techniques to perform quantum error correction and to study quantum many-body systems. LAST-MODIFIED:20221217T123913Z LOCATION:Online URL:http://df.vps.tecnico.ulisboa.pt/pt/eventos/quantum-computing-applied- to-partial-differential-equations-in-plasma-physics/ X-ALT-DESC;FMTTYPE=text/html:

Abstract:
Quantum computers are a promising tool to solve certain problems that ar e out of reach of classical computers. In this presentation\, I propose ne w quantum algorithms for solving some nonlinear partial differential equat ions\, which occur frequently in the context of plasma physics.

I start by presenting new classical methods with better asymptotic complex ity\, and then prove that\, when compared with the classical case\, this n ew quantum algorithm shows an exponential speedup with regards to the numb er of time steps considered\, while also having a quadratic speedup in oth er parameters. Additionally\, I also propose a new techniques to perform q uantum error correction and to study quantum many-body systems.

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