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Mathematical physics Theoretical physics Correspondence principle Gauge theory Schrödinger equation Quantization Quantum state Vacuum state Lagrangian Physics Quantum mechanics Quantum field theory		Add to Reading List Source URL: nobelprize.org Download Document from Source Website File Size: 178 B Share Document on Facebook

	Lecture 11, Tues Feb 21: Quantifying Entanglement, Mixed State Entanglement How do you quantify how much entanglement there is between two quantum systems? It’s worth noting that we sort of get to decide what we think DocID: 1xUig - View Document
	Lecture 29, Thurs May 4: Experimental Realizations of QC In this course, we’ve had 28 lectures about the theory of quantum computing and information. So it behooves us to take one lecture to survey the current state of DocID: 1xTQp - View Document
	Lecture 7, Tues Feb 7: Bloch Sphere, No-Cloning, Wiesner’s Quantum Money The Bloch Sphere is a geometric representation of all possible states of a qubit. We’ve often drawn the state of qubits as a circle, which is a DocID: 1xTpk - View Document
	REVIEW OF SCIENTIFIC INSTRUMENTS 78, 086105 共2007兲 Self-absorption correction for solid-state photoluminescence quantum yields obtained from integrating sphere measurements Tai-Sang Ahn, Rabih O. Al-Kaysi, Astrid M. DocID: 1vlpy - View Document
	ABSTRACT - Condensed Matter Physics The quantum spin Hhall state of matter, which is related to the integer quantum Hall state, does not requires no application of a large magnetic field. It’ is a state of matter that DocID: 1vixI - View Document