- Philsci-Archive
... A useful starting point is to try to think of philosophy of quantum probability as a subfield of philosophy of probability. Within this field Lyon (2010) distinguishes two central questions. The first concerns the interpretation of probability and the second the formalism of probability. The interpr ...
... A useful starting point is to try to think of philosophy of quantum probability as a subfield of philosophy of probability. Within this field Lyon (2010) distinguishes two central questions. The first concerns the interpretation of probability and the second the formalism of probability. The interpr ...
Quantum Gates and Simon`s Algorithm
... A register of two coupled qubits can hold any of the states |Ψi = α |↑↑i + β |↓↑i + γ |↑↓i + δ |↓↓i in the state space H2 ⊗ H2 = C2 ⊗ C2 . Two separate qubits Two separate qubits can hold any of the product states |Ψ1 i ⊗ |Ψ2 i = (α1 |↑i + β1 |↓i)⊗(α2 |↑i + β2 |↓i) in the state space H2 ⊕ H2 ⊂ C2 ⊕ ...
... A register of two coupled qubits can hold any of the states |Ψi = α |↑↑i + β |↓↑i + γ |↑↓i + δ |↓↓i in the state space H2 ⊗ H2 = C2 ⊗ C2 . Two separate qubits Two separate qubits can hold any of the product states |Ψ1 i ⊗ |Ψ2 i = (α1 |↑i + β1 |↓i)⊗(α2 |↑i + β2 |↓i) in the state space H2 ⊕ H2 ⊂ C2 ⊕ ...
The development of the quantum-mechanical electron theory of metals
... electrons obey the equipartition law, was not observed. On the other hand, the theory of Einstein (1907, 1911), Debye (1912), and Born and von Karman (1912, 1913), neglecting the electrons, led to a value in good agreement with experiment. (For further discussion see Hoddeson and Baym, 1980.) One co ...
... electrons obey the equipartition law, was not observed. On the other hand, the theory of Einstein (1907, 1911), Debye (1912), and Born and von Karman (1912, 1913), neglecting the electrons, led to a value in good agreement with experiment. (For further discussion see Hoddeson and Baym, 1980.) One co ...
2013-2014 Part III Guide to Courses
... the most part, all the geometry of the Lie group can be exorcised and we can get down to the algebraic arguments which will give us a complete picture of the finite-dimensional complex representations of finitedimensional semisimple Lie algebras. But we’ll do more than that, giving a classification ...
... the most part, all the geometry of the Lie group can be exorcised and we can get down to the algebraic arguments which will give us a complete picture of the finite-dimensional complex representations of finitedimensional semisimple Lie algebras. But we’ll do more than that, giving a classification ...
PHYS PHYSICS
... Role within programme and connections to other courses. This course will be our first major foray into the formalism of electromagnetic theory. A thorough examination of the nature of vector fields and the forces they cause, and scalar fields along with their relationship to energy, will form a conn ...
... Role within programme and connections to other courses. This course will be our first major foray into the formalism of electromagnetic theory. A thorough examination of the nature of vector fields and the forces they cause, and scalar fields along with their relationship to energy, will form a conn ...
Griffiths singularities in the disordered phase of a quantum Ising... H. Rieger
... critical point is approached. It is interesting to ask whether this limit will be the same as the value of z precisely at criticality. On the face of it, there does not seem any reason why they should be equal, since z in the disordered phase is determined by rare compact clusters, whereas z at crit ...
... critical point is approached. It is interesting to ask whether this limit will be the same as the value of z precisely at criticality. On the face of it, there does not seem any reason why they should be equal, since z in the disordered phase is determined by rare compact clusters, whereas z at crit ...
