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41.
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45.
Gabriel C Aiello A Zhong W Euser TG Joly NY Banzer P Förtsch M Elser D Andersen UL Marquardt Ch Russell PS Leuchs G 《Physical review letters》2011,106(6):060502
Quantum systems such as, for example, photons, atoms, or Bose-Einstein condensates, prepared in complex states where entanglement between distinct degrees of freedom is present, may display several intriguing features. In this Letter we introduce the concept of such complex quantum states for intense beams of light by exploiting the properties of cylindrically polarized modes. We show that already in a classical picture the spatial and polarization field variables of these modes cannot be factorized. Theoretically it is proven that by quadrature squeezing cylindrically polarized modes one generates entanglement between these two different degrees of freedom. Experimentally we demonstrate amplitude squeezing of an azimuthally polarized mode by exploiting the nonlinear Kerr effect in a specially tailored photonic crystal fiber. These results display that such novel continuous-variable entangled systems can, in principle, be realized. 相似文献
46.
This paper deals with the Neumann problem of the pre-Maxwell partial differential equations for a vector field v defined in a region G ? R 3. We approximate its uniquely determined solution (integrability conditions assumed) uniformly on G by explicitly computable particular integrals and linear combinations of vector fields with a “fundamental” sequence of points . 相似文献
47.
Hermann König 《Mathematische Annalen》1978,233(1):35-48
We derive results on the interpolation of complete quasinormed operator ideals, mainly for the absolutelyp-summing and thes-number idealsS
p
s
defined by Pietsch. By estimating theK-Functional of Peetre, we get that the interpolation ideal (S
p1
s
,S
p2
s
),,p
is contained inS
p
s
and is even equal to it in the case of the approximation numbers. A similar fact is proved for absolutely (p, q)-summing operators, interpolating the first index. We show further that the absolutelyp-summing operators onc
0 are contained in the complex interpolation space (
p1
(c
o),
p2
(c
o))[].The previous results are then applied to prove summability properties for the eigenvalues of operators in Banach spaces, which are products ofS
p1
s
-type and absolutelyp
j
-summing operators. Roughly speaking, the summability order is the harmonic sum of thep
i
- andp
j
-indices, wherep
j
2. In the case of Hilbert spaces, this reduces to the well-known Weyl-inequality. The method uses an abstract interpolation estimate for ideal quasinorms which may be useful also for other operator ideals. 相似文献
48.
Daniel S. Covita Dimitrios F. Anagnostopoulos Hermann Fuhrmann Hubert Gorke Detlev Gotta Alexander Gruber Albert Hirtl Tomoichi Ishiwatari Paul Indelicato Thomas S. Jensen Eric-Olivier Le Bigot Valeri E. Markushin Michael Nekipelov Vladimir N. Pomerantsev Vladimir P. Popov Joaquim M. F. dos Santos Philipp Schmid Leopold M. Simons Marian Theisen Martino Trassinelli Joao F. C. A. Veloso Johann Zmeskal 《The European Physical Journal D - Atomic, Molecular, Optical and Plasma Physics》2018,72(4):72
49.
Hermann Render 《Mathematische Annalen》1995,303(1):307-324
Partially supported by NSF grants DMS-9208071 and DMS-9100383 相似文献
50.
We consider the product AB of two finite mutually permutable subgroups A, B and find some subnormal subgroups of the product. This leads to local and otherwise generalized statements about products of supersolvable groups.Received: 19 May 2004 相似文献