WHAT CAN THOMISTIC PHILOSOPHY OF NATURE CONTRIBUTE
... for by hylomorphism. Therefore, experimental ehysics and Thomistic philosophy of nature share comparable views of their common object. On the other hand, theoretical physics applies mathematical formulae to natural processes. Thanks to their success in describing such processes, these formulae are c ...
... for by hylomorphism. Therefore, experimental ehysics and Thomistic philosophy of nature share comparable views of their common object. On the other hand, theoretical physics applies mathematical formulae to natural processes. Thanks to their success in describing such processes, these formulae are c ...
Precision spectroscopy using quantum superposition of atomic levels
... superposition of two states, and in this way memory and processing capabilities of quantum computers exponentially increase with the number of qubits. Quantum entanglement is also important for quantum computation and quantum cryptography. Such states in quantum metrology significantly improve the si ...
... superposition of two states, and in this way memory and processing capabilities of quantum computers exponentially increase with the number of qubits. Quantum entanglement is also important for quantum computation and quantum cryptography. Such states in quantum metrology significantly improve the si ...
Electron spin and probability current density in quantum mechanics
... density. Further, making an analogy with classical magnetostatics hints that there may be an additional magnetization current contribution. This contribution seems not to be derivable from a non-relativistic time-dependent Schr€odinger equation, but there is a procedure described in the quantum mech ...
... density. Further, making an analogy with classical magnetostatics hints that there may be an additional magnetization current contribution. This contribution seems not to be derivable from a non-relativistic time-dependent Schr€odinger equation, but there is a procedure described in the quantum mech ...
Single-electron computing: Quantum dot logic gates
... employ classical Boolean logic. In that approach the comand 1. Even in today's microelectronics, each of these variputer is thought of as consisting of a set of coupled spin ables is physically associated with a macroscopic object ingates, each of which is a system of interacting spins associvolving ...
... employ classical Boolean logic. In that approach the comand 1. Even in today's microelectronics, each of these variputer is thought of as consisting of a set of coupled spin ables is physically associated with a macroscopic object ingates, each of which is a system of interacting spins associvolving ...
Revisiting the concept of chemical potential in classical and
... In this work we revisit the concept of chemical potential µ in both classical and quantum gases from a perspective of Equilibrium Statistical Mechanics (ESM). Two new results regarding the equation of state µ = µ(n, T ), where n is the particle density and T the absolute temperature, are given for t ...
... In this work we revisit the concept of chemical potential µ in both classical and quantum gases from a perspective of Equilibrium Statistical Mechanics (ESM). Two new results regarding the equation of state µ = µ(n, T ), where n is the particle density and T the absolute temperature, are given for t ...
Spontaneous Formation of Magnetic Moments and Dephasing in Two-Dimensional Disordered Systems
... dots [6] by the addition of constant e2 /h, which sets the high temperature limit to e2 /h, and by the fixing of the prefactor of f (T /Tk ) to 1/2. Another feature of the Kondo regime (T < Tk ) in quantum dots is that the zero bias peak is split by 2g ∗ µB B with an in-plane magnetic field when g ...
... dots [6] by the addition of constant e2 /h, which sets the high temperature limit to e2 /h, and by the fixing of the prefactor of f (T /Tk ) to 1/2. Another feature of the Kondo regime (T < Tk ) in quantum dots is that the zero bias peak is split by 2g ∗ µB B with an in-plane magnetic field when g ...
Emergent quasicrystals in strongly correlated systems
... clear that the ground state is polarized, with SR ...
... clear that the ground state is polarized, with SR ...
... The primary aim of this one-year, full-time course is to provide specialist postgraduate training in modern optics and semiconductor physics, tailored to the needs of the Photonics industrial sector. The secondary aim is to provide the education required for those wishing to continue in academia on ...
Fourier Transform, Period Finding and Factoring in BQP Lecture 4 1
... Below we give a quantum algorithm that factors N in polylog(N) time (factoring in poly(N) time is trivial and is too slow). It turns out the problem of factoring reduces to finding a nontrivial square root. Claim: If we can find u such that u2 ≡ 1 (mod N) and u 6≡ ±1 (mod N), then we can factor N. ( ...
... Below we give a quantum algorithm that factors N in polylog(N) time (factoring in poly(N) time is trivial and is too slow). It turns out the problem of factoring reduces to finding a nontrivial square root. Claim: If we can find u such that u2 ≡ 1 (mod N) and u 6≡ ±1 (mod N), then we can factor N. ( ...
... the absorption edge shift is larger than for the other pressure values, the same trend occurs for the applied field cases. The absorption line shape shows only two peaks in contrast with the other pressure values since the first two DOIS peaks are very close. This behavior is kept for structures W2 ...
Historical pseudo simplified solution of the Dirac
... in a paper[9] published in Physical Review 22 years ago is a pseudo solution. For the said secondorder Dirac-Coulomb equations in which two equations were written in the same form by using sign “±”, two eigenvalues set should be given and they are actually different. It is well known that two differ ...
... in a paper[9] published in Physical Review 22 years ago is a pseudo solution. For the said secondorder Dirac-Coulomb equations in which two equations were written in the same form by using sign “±”, two eigenvalues set should be given and they are actually different. It is well known that two differ ...
Extra Dimensions, no kidding
... Model has aspects that we do not yet understand. One particular problem is a combined description of everything that is Standard Model with gravity, the lack of it, that is. For several decades, scientists have tried to quantize Einstein’s gravitation and they were always unsuccessful ending up in n ...
... Model has aspects that we do not yet understand. One particular problem is a combined description of everything that is Standard Model with gravity, the lack of it, that is. For several decades, scientists have tried to quantize Einstein’s gravitation and they were always unsuccessful ending up in n ...