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Producing Squeezed Input States for an Atomic Clock Using an Optical Cavity.
Producing Squeezed Input States for an Atomic Clock Using an Optical Cavity.

Double quantum dot as a spin rotator
Double quantum dot as a spin rotator

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Weakton Model of Elementary Particles and Decay Mechanisms

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Introduction to Quantum Information Science

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On the Exact Evaluation of Certain Instances of the Potts Partition

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Compendium of Theoretical Physics

Invariance Principles and Conservation Laws
Invariance Principles and Conservation Laws

The stuff the world is made of: physics and reality
The stuff the world is made of: physics and reality

... have a place in space and that its place is created by the experiment itself. An analogous process happens when the momentum (product of velocity times mass and intuitively thought of as the impact that an entity has on another entity when colliding) of the quantum entity is measured. The quantum en ...
Chapter 6 Quantum Computation
Chapter 6 Quantum Computation

... we can show that a graph has a Hamiltonian path by exhibiting an example, but we don’t know how to show that it has no Hamiltonian path that way!) Assuming that NP 6= co−NP , there is a theorem that says that no co-NP problems are contained in NPC. Therefore, problems in the intersection of NP and c ...
Noncommutative geometry and reality
Noncommutative geometry and reality

Quantum interference of a single spin excitation with a
Quantum interference of a single spin excitation with a

... photon shot noise [22, 29], classical fluctuations in the atomic state initialization, and the noise from the 12 reference measurements (Appendix A: Technical fluctuations). These noise sources lead to an effective detection quantum efficiency of ηnoise = 50 % as indicated in Fig. 3. The non-perfect ...
arXiv:1605.02181v1 [quant
arXiv:1605.02181v1 [quant

Nature 425, (937
Nature 425, (937

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chapter7

... The tangential component of the acceleration is due to changing speed The centripetal component of the acceleration is due to changing direction Total acceleration can be found from these components ...
Moment of Inertia of a Tennis Ball - Physlab
Moment of Inertia of a Tennis Ball - Physlab

... The moment of inertia characterizes the distribution of the mass throughout an object from a certain axis of rotation. The moment of inertia is the rotational analog of mass just as the angular velocity is the rotational analog of linear velocity. For further details, you may like to look up our exp ...
Quantum Computing and Communications
Quantum Computing and Communications

... chain of thoughts before reaching the answer to the original problem. If this ’special’ viewpoint is omitted, which happens often when the authors are not familiar with the engineers’ everyday life then it leaves behind always the lack of completeness. Another important aspect for engineers can be s ...
Unit 2: The Fundamental Interactions
Unit 2: The Fundamental Interactions

... single moment in time, may seem silly. The force between a magnet and a refrigerator, for example, acts over a distance much larger than the size of an atom. However, when the particles in question are moving fast enough, this approximation turns out to be quite accurate—in some cases extremely so. ...
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SECOND DRAFT FOR

Thermal and Quantum Phase Transitions
Thermal and Quantum Phase Transitions

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Review Questions

... the firefighters give to provide more time for the impulse than the ground would (since it doesn’t give much at all), which means the cloth can apply a smaller force than the ground has to. ...
Helium atom - ChaosBook.org
Helium atom - ChaosBook.org

Helium atom - ChaosBook.org
Helium atom - ChaosBook.org

... • to the axis r2 = 0 if the itinerary is time reversal invariant and has an even number of symbols; an example is the cycle 0011 in figure 41.5; • to the potential boundary if the itinerary is time reversal invariant and has an odd number of symbols; an example is the cycle 011 in figure 41.5. All c ...
The Theory of Scale Relativity - LUTH
The Theory of Scale Relativity - LUTH

Quantum Monte Carlo Methods Chapter 14
Quantum Monte Carlo Methods Chapter 14

Chapter 7 Linear Momentum and Collisions
Chapter 7 Linear Momentum and Collisions

... m1 = 5.001 kg is released from A. It makes a head–on elastic collision with a block of mass m2 = 10.0 kg at B, initially at rest. Calculate the maximum height to which m1 rises after the collision. Whoa! What is this problem talking about?? We release mass m1 ; it slides down to the slope, picking u ...
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Symmetry in quantum mechanics

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