Quantum computers only run probabilistic algorithms, so BQP on quantum computers is the counterpart of BPP ( bounded error, probabilistic, polynomial time ) on classical computers.

The existence of standard quantum computers does not disprove the Church Turing thesis.

This is very important for the next step in simulating quantum computers and information technology.

There are two types of subatomic particles elementary particles, which according to current theories are not made of other particles and composite particles.

There is a common misconception that quantum computers can solve NP complete problems in polynomial time.

The up and down quarks are named after the up and down components of isospin, which they carry.

This showed for the first time that the magnetic vector potential, hitherto a mathematical convenience, could have real physical (quantum) effects.

These characteristic energy values, defined by the differences in the energies of the quantum states, are responsible for atomic spectral lines.

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In other words, there would be efficient quantum algorithms that perform tasks that do not have efficient probabilistic algorithms.

There is one quantum number of the system corresponding to the energy, i.e., the eigenvalue of the Hamiltonian.

There are a number of technical challenges in building a large scale quantum computer, and thus far quantum computers have yet to solve a problem faster than a classical computer.

Relation to computational complexity theory The class of problems that can be efficiently solved by quantum computers is called BQP, for bounded error, quantum, polynomial time .

Bosons, which include the photon as well as atoms such as helium 4 (4He), are allowed to share a quantum state.

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In principle , it can be expected that the reduced frequency of monetary policy meetings would lower the volatility of money market rates mainly at short end maturities .

It may occur when atoms have very similar (or the same) quantum levels, at temperatures very close to absolute zero ( 273.15 C).

Differential ( German minus US ) Basis points 600 Basis points

Barrichello qualified third for the , ahead of Schumacher and Räikkönen.

So there's points, and these points are actually being cross referenced.

A general description of the evolution of quantum mechanical systems is possible by using density operators and quantum operations.

It contained 25 points and is thus also known as the '25 point plan' or the '25 point program'.

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ECB Annual Report 2002

The dot sizes are going to grow, you're going to see a sea of yellow take over.

I think his method of teaching has good points and bad points.

The problem is that the time at which the particle has a given state is not an operator belonging to the particle, it is a parameter describing the evolution of the system.

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The red dots have exploded.

There are a few key points.

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We lost by two points.

I had to get seven stitches.

Kathavatthu The Kathavatthu ( Points of Controversy ) consists of more than two hundred debates on questions of doctrine.

Bonus points are added to the number of points scored in a season.

In Austin, in 1967, he co founded the Center for Thermodynamics and Statistical Mechanics, now The Center for Complex Quantum Systems.

Each of those tricks is worth 90 negative points and the total for the hand is 180 negative points.

Non adiabatic chemical dynamics Non adiabatic dynamics consists of taking the interaction between several coupled potential energy surface (corresponding to different electronic quantum states of the molecule).

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The gray dots have grown exponentially.