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** Other Types of Liquid Chromatography RYING **

WIson K G 1971 Renormalization group and critical phenomena. II. Phase space cell analysis of critical behaviour P/rys. Rev. B 4 3184-205 [Pg.662]

Zangwiii A 1988 P/rys/cs af Surfaces (Cambridge Cambridge University Press) [Pg.916]

Luce T A and Bennemann K H 1998 Nonlinear optical response of noble metals determined from first-principles electronic structures and wave functions calculation of transition matrix elements P/rys. Rev. B 58 15 821-6 [Pg.1302]

Mdbius K, Plato M and Lubitz W 1982 Radicals in solution studied by ENDOR and TRIPLE resonance spectroscopy P/rys. Rep. 87 171-208 [Pg.1588]

Greenler R G 1966 Infrared study of adsorbed moleoules on metal surfaoes by refleotion teohniques J. Chem. P/rys. 44 310-15 [Pg.1796]

Frederick B G, Power J R, Cole R J, Perry C C, Chen Q, Flaq S, Bertrams T, Richardson N V and Weightman P 1998 Adsorbate azimuthal orientation from reflectance anisotropy spectroscopy P/rys. Rev. Lett. 80 4490-3 [Pg.1799]

Dupuis M, Rys J and King H F 1976 Evaluation of molecular integrals over Gaussian basis functions J. Chem. Phys. 65 111-16 [Pg.2195]

In the collapse phase the monomer density p = N/R is constant (for large N). Thus, the only confonnation dependent tenn in (C2.5.A1) comes from the random two-body tenn. Because this tenn is a linear combination of Gaussian variables we expect that its distribution is also Gaussian and, hence, can be specified by the two moments. Let us calculate the correlation i,) / between the energies and E2 of two confonnations rj ]and ry jof the chain in the collapsed state. The mean square of E is [Pg.2663]

Preskill J 1999 Battling decoherence the fault-tolerant quantum computer P/rys. Today June [Pg.2898]

Dale R E, Eisinger J and Blumberg W E 1979 The orientation freedom of moleoular probes. The orientation faotor in intramoleoular energy transfer S/op/rys. J. 26 161-94 [Pg.3030]

Giordmaine J A and Kaiser W 1966 Light soattering by ooherently drive lattioe vibrations P/rys. Rev. 144 676-88 [Pg.3051]

Next, we shall consider the integral basically corresponding to the Rys polynomial problem [15,16]. Letting [Pg.447]

** Other Types of Liquid Chromatography RYING **

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