On the Computation of Confluent Hypergeometric Functions for
... In this section, we compare our algorithm (NSD) with other routines in double precision floating-point arithmetic in terms of accuracy and computation time3 . Note that just a few packages in double precision allow the evaluation of the confluent hypergeometric function with complex argument. For th ...
... In this section, we compare our algorithm (NSD) with other routines in double precision floating-point arithmetic in terms of accuracy and computation time3 . Note that just a few packages in double precision allow the evaluation of the confluent hypergeometric function with complex argument. For th ...
1 Two qubits - EECS: www
... Bell considered the following experiment: the two particles in a Bell pair move in opposite directions to two distant apparatus. A decision about which of two experiments is to be performed at each apparatus is made randomly at the last moment, so that speed of light considerations rule out informat ...
... Bell considered the following experiment: the two particles in a Bell pair move in opposite directions to two distant apparatus. A decision about which of two experiments is to be performed at each apparatus is made randomly at the last moment, so that speed of light considerations rule out informat ...
Quantum gravity and consciousness, the most
... Quantum computers achieved mature age, and so do artificial intelligence and robotics. This helps at calculations and experiments in physics. ...
... Quantum computers achieved mature age, and so do artificial intelligence and robotics. This helps at calculations and experiments in physics. ...
Document
... The above could be done for 2 by 2 matrices if there is no mass. Massless fermion contains only half the degrees of freedom. ...
... The above could be done for 2 by 2 matrices if there is no mass. Massless fermion contains only half the degrees of freedom. ...
(pdf)
... different ways we can think about computation using a physical machine.1 Before we see how quantum mechanics lead to new ways of computing, first, we will build up quantum mechanics from four postulates. These postulates deal with (1) what structures the space has, (2) how measurements are performed ...
... different ways we can think about computation using a physical machine.1 Before we see how quantum mechanics lead to new ways of computing, first, we will build up quantum mechanics from four postulates. These postulates deal with (1) what structures the space has, (2) how measurements are performed ...
2nd workshop Mathematical Challenges of Zero
... In recent works we examined the suppression of quantum beating in a one dimensional non-linear doublewell potential, made up of two focusing non-linear point interactions. The reduction of the evolution problem to the solution of a system of coupled non-linear Volterra integral equations allows to o ...
... In recent works we examined the suppression of quantum beating in a one dimensional non-linear doublewell potential, made up of two focusing non-linear point interactions. The reduction of the evolution problem to the solution of a system of coupled non-linear Volterra integral equations allows to o ...
Is a System`s Wave Function in One-to
... theory [1]. The debate originated from the fact that quantum theory is inherently probabilistic: Even with a full description of a system’s wave function, the theory does not allow us to predict the outcomes of future measurements with certainty. This fact is often used to motivate subjective interp ...
... theory [1]. The debate originated from the fact that quantum theory is inherently probabilistic: Even with a full description of a system’s wave function, the theory does not allow us to predict the outcomes of future measurements with certainty. This fact is often used to motivate subjective interp ...
On model theory, non-commutative geometry and physics
... Although [4] developes a systematic procedure only for A at root of unity, the same or very similar construction produces Zariski geometries (as one can see in [2] and [3]) from more general quantum algebras. We do not have precise conditions of when this scheme works but it does in most important c ...
... Although [4] developes a systematic procedure only for A at root of unity, the same or very similar construction produces Zariski geometries (as one can see in [2] and [3]) from more general quantum algebras. We do not have precise conditions of when this scheme works but it does in most important c ...
slides - Frontiers of Fundamental Physics (FFP14)
... given time, the system has a definite state, and this state determines-- and is uniquely determined by-- the values of all the physical quantities associated with the system.“ Realism is "the philosophical view that each physical quantity has a value for any given state of the system.“ ...
... given time, the system has a definite state, and this state determines-- and is uniquely determined by-- the values of all the physical quantities associated with the system.“ Realism is "the philosophical view that each physical quantity has a value for any given state of the system.“ ...
Study Notes
... often based upon scalar quantities (Hamiltonian Mechanics, Lagrangian Mechanics, Principle of Virtual Work, etc). Thus, part of the task of learning classical mechanics is to be able to recognize the various categories of problems (harmonic motion, constant acceleration, collisions, central force, e ...
... often based upon scalar quantities (Hamiltonian Mechanics, Lagrangian Mechanics, Principle of Virtual Work, etc). Thus, part of the task of learning classical mechanics is to be able to recognize the various categories of problems (harmonic motion, constant acceleration, collisions, central force, e ...
adiabatic quantum computing
... system will stay in the nth eigenstate of the Hamiltonian if the Hamiltonian is changes slowly enough. Computations can be preformed by setting up the ground state of the initial Hamiltonian as the combination of all the possible solution. The ground state of the final Hamiltonian will be the soluti ...
... system will stay in the nth eigenstate of the Hamiltonian if the Hamiltonian is changes slowly enough. Computations can be preformed by setting up the ground state of the initial Hamiltonian as the combination of all the possible solution. The ground state of the final Hamiltonian will be the soluti ...
Quantum mechanics for Advaitins
... • We will discuss a modern version of what is called the Copenhagen interpretation. In this interpretation... • ...space and time are assumed to be objectively real. • ...the entire physical universe, including the experimental apparatus and the observing organism, are assumed to be represented by a ...
... • We will discuss a modern version of what is called the Copenhagen interpretation. In this interpretation... • ...space and time are assumed to be objectively real. • ...the entire physical universe, including the experimental apparatus and the observing organism, are assumed to be represented by a ...
The quantum Heisenberg group H(1)q
... The Hopf algebra H( 1) 4 just defined is clearly different from the algebra of the q-deformed creation and annihilation operators used in the Jordan-Schwinger map of SU (2) 4;4 as it has been shown in Ref. 5 the right quantum structure for these q-deformed operators is B( O( 1) 9. This fact is relat ...
... The Hopf algebra H( 1) 4 just defined is clearly different from the algebra of the q-deformed creation and annihilation operators used in the Jordan-Schwinger map of SU (2) 4;4 as it has been shown in Ref. 5 the right quantum structure for these q-deformed operators is B( O( 1) 9. This fact is relat ...