1. Where did quantum theory come from?

2. The first derives from the quantum theory.

3. Nevertheless he remained highly sceptical of quantum theory.

4. Do you know who originated the theory of quantum?

5. We must face the problems of quantum theory later!

6. Quantum theory was not wished upon us by theorists.

7. The quantum theory is not just an esoteric addendum.

8. So this is general relativity, this is quantum theory.

9. AMO theory includes classical, semi-classical and quantum treatments.

10. 26 The new theory of quantum mechanics resolved this difficulty.

11. It relies heavily on the mathematical implications of quantum theory.

12. Also called capillary action ‘In applied mathematics he studied optics, electricity, telegraphy, Capillarity, elasticity, thermodynamics, potential theory, quantum theory, theory of …

13. Quantum theory and Biocentrism is a very interesting field of science

14. Laing rejected classical psychoanalysis just as quantum theory rejected classical physics.

15. In addition he is concerned with anomalies in quantum field theory.

16. Gromov-Witten invariants have evolved together with gauge theory, quantum field theory, symplectic geometry and algebraic geometry.

17. Einstein was awarded the Nobel prize for his contribution to quantum theory.

18. Here the quantum chemical theory of bonding has had some remarkable successes.

19. 11 Quantum theory proposes that radiant energy is transmitted in discrete units.

20. This radiation is known as Hawking radiation (cf. the quantum theory section, below).

21. Nevertheless, he managed to write three outstanding papers, two on the theory of relativity and one on quantum theory.

22. Planck corrected the theory and proposed what is now called Planck's law, which led to the development of quantum theory.

23. 5 Both quantum mechanics and chaos theory suggest a world constantly in flux.

24. In 1932, he proved conjectures by Hermann Weyl on spectral theory, arising from the application of group theory to quantum mechanics.

25. Starting around 1927, Paul Dirac combined quantum mechanics with the relativistic theory of electromagnetism.

26. However, in quantum theory, anything that is not actually forbidden can and will happen.

27. Because string theory has so much symmetry, it can accommodate the disparate faces of nature displayed by gravity and quantum theory.

28. Feynman provided a quantum-mechanical explanation for the Soviet physicist Lev Landau's theory of superfluidity.

29. Yeah , well, it's just some quantum mechanics with a little string theory around the edges.

30. Hejhal works on analytic number theory, automorphic forms, the Selberg trace formula and quantum chaos.

31. This could have huge implications for understanding of algebra, geometry, number theory, quantum gravity and chemistry.

32. New books and revised editions on the quantum theory of atoms and molecules continue to appear.

33. A quantum theory of the resonant interaction between spinwaves and phonons (magneto-acoustic resonance) is presented.

34. We do not yet know the exact form the correct theory of quantum gravity will take.

35. Along with the academic research of quantum computer more lucubrate, the theory of quantum state Nonlocality becomes increasingly important, especially how to measure the magnitude of Nonlocality.

36. Steinhardt's scenario makes use of string theory another attempt to reconcile General Relativity with quantum physics.

37. The double solutions correspond possibly to the wave-particle duality in quantum theory, and connect the double solution theory of the nonlinear wave mechanics.

38. A divorce is decreed between wave and particle which quantum theory had for ever joined together.

39. Although string theory provides an attractive route to quantum gravity, alternatives were explored towards conformal field theories.

40. Key words: hypervalency, hexacoordinate carbon, quantum theory of atoms in molecules, charge density analysis, ab initio methods.

41. And so they wrote down all these observations, and they called it the theory of quantum mechanics.

42. Anti-realism remains popular and appears in various guises in textbooks and popular accounts of quantum theory.

43. String theory, which unites gravity with quantum mechanics, offered the hope of explaining the attenuated cosmological constant.

44. It could not have been completely uniform, because that would violate the uncertainty principle of quantum theory.

45. He works on operator algebras, K-theory of operator algebras, groupoids, locally compact quantum groups and singular foliations.

46. Amplitudes 2018 SLAC National Accelerator Laboratory Scattering Amplitudes are the arena where quantum field theory directly confronts experiment.

47. Karl-Henning Rehren (born 1956 in Celle) is a German physicist who focuses on algebraic quantum field theory.

48. 17 It could not have been completely uniform, because that would violate the uncertainty principle of quantum theory.

49. Einstein described quantum entanglement as "spooky action at a distance." So, before Einstein's own Theory of General Relativity, might Newton's theory of gravitation have been described.

50. This tale of parallel realities claims to be based on quantum theory, and is dressed up with suitable jargon.

51. This is a profound question, and present-day quantum theory does not really provide us with a satisfying answer.

52. Why quantum field theory that describes a universe with a certain number of forces and particles and so forth?

53. We must try to understand this, and how quantum theory forces us to change our view of physical reality.

54. One is that it should incorporate Feynman's proposal to formulate quantum theory in terms of a sum over histories.

55. Correspondence theory of truth (philosophy), a theory in epistemology; Correspondence principle (physics): quantum physics theories must agree with classical physics theories when applied to large quantum numbers; Correspondence principle (sociology), the relationship between social class and available education Correspondence (theology), the relationship between spiritual and

56. Quantum theory states that orbiting electrons of an atom must occupy discrete energy levels in order to be stable.

57. As we now know, quantum theory is needed in order that the actual structure of solids can be properly understood.

58. The theory of liminal Algebras is of upmost importance in applications to quantum physics (physicists still call them CCR Algebras)

59. Why is the Brout-Englert-Higgs Mechanism needed: a quick revisition I The framework that combines principles of the Quantum Mechanics and the Special Relativity is the Quantum Field Theory (QFT) I Lagrangian (L) is used instead of Hamiltonian (H) I Physicists knew the Quantum Electrodynamics (QED) and tried to build a theory to explain the β-decay based on similar ideas

60. It is not surprising, therefore, that quantum mechanics has given rise to an alternative version of the Big Bang theory.

61. However we have seen that quantum theory places considerable restraint on a plain man's objectivist view of the natural world.

62. It is essential for quantum theory that it should be able to annex to itself the triumphs of its predecessor.

63. Using quantum theory to understand gravity makes as much sense as trying solve a crossword puzzle with the key to your door.

64. Physicists like the mathematical beauty of string theory because it banishes the absurdities that pop up when quantum mechanics and gravity combine.

65. Quantised coordinate rings encompass non-commutative algebras such as quantum matrices, quantum flag varieties and quantum Schubert cells.

66. Quantum mechanics.

67. Quantum entanglement.

68. Araki works on axiomatic quantum field theory and statistical mechanics in particular on application of operator algebras (von Neumann algebras, C*-algebras).

69. 29 Wolfram's early scientific work was mainly in high-energy physics, quantum field theory, and cosmology, and included several now-classic results.

70. After the success of quantum electrodynamics, Feynman turned to quantum gravity.

71. Having advanced the optimal quantum control theory, scientists can now successfully design laser pulses that cause production of high-harmonic generation of molecules.

72. These numbers were derived from a study of the different possible shapes of the orbits, circular and elliptical, according to Bohr’s “quantum” theory.

73. Ambipolar quantum dots

74. Other than principal quantum number (n), spectroscopic notation, magnetic quantum number (m) and the spin quantum number (s) – the Azimuthal quantum number is another set of quantum numbers which describe the unique quantum state of an electron. It can be defined as, The quantum number associated with the angular momentum of an atomic electron.

75. String theory or one of its cousins might allow the calculation of all inputs—not only the electron mass and such quantities but also the existence of spacetime and the rules of quantum theory.

76. There is also active research examining the relationship between cryptographic problems and quantum physics (see quantum cryptography and quantum computer).

77. These ideas were unified by Kenneth G. Wilson in 1972, under the formalism of the renormalization group in the context of quantum field theory.

78. 23 Quantum key distribution technique is a popular research subject in information security field, which is based on Heisenberg's uncertainty principle and no-clone theory.

79. The Azimuthal quantum number, ℓ, is the quantum number associated with the angular momentum of an atomic electron.It is also known as the angular momentum quantum number or the second quantum number

80. On 27th February I will give an invited seminar in the TQFT study group at the University of Warsaw, in which I will discuss a construction of a 3-dimensional topological quantum field theory (3D-TQFT) in terms of modular functors, from which we obtain a theory of quantum invariants of 3-manifolds with embedded banded links.