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1.
A stable model category is a setting for homotopy theory where the suspension functor is invertible. The prototypical examples are the category of spectra in the sense of stable homotopy theory and the category of unbounded chain complexes of modules over a ring. In this paper we develop methods for deciding when two stable model categories represent ‘the same homotopy theory’. We show that stable model categories with a single compact generator are equivalent to modules over a ring spectrum. More generally stable model categories with a set of generators are characterized as modules over a ‘ring spectrum with several objects’, i.e., as spectrum valued diagram categories. We also prove a Morita theorem which shows how equivalences between module categories over ring spectra can be realized by smashing with a pair of bimodules. Finally, we characterize stable model categories which represent the derived category of a ring. This is a slight generalization of Rickard's work on derived equivalent rings. We also include a proof of the model category equivalence of modules over the Eilenberg-Mac Lane spectrum HR and (unbounded) chain complexes of R-modules for a ring R. 相似文献
2.
3.
The second-order rate constants for the nucleophilic replacement of fluorine by isopropoxide in 5,6,7,8-tetrafluoro- and 6,7,-difluoro-1,2,3,4-tetrahydro-9-alkenyl-1,4-methanonaphthalenes and related 9-alkyl systems have been measured. A factor of 6 - 7 separates the most reactive compounds [the 9- (4′-trifluoromethylbenzylidene) derivatives] from the least reactive compounds [the syn-9-isopropyl derivatives] in both the tetrafluoro- and difluoro-series. It is concluded for these small reactivity differences. 相似文献
4.
de Namor AF Chahine S Castellano EE Piro OE Jenkins HD 《Chemical communications (Cambridge, England)》2005,(30):3844-3846
An additive thermodynamic contribution of pendant arms to the complexation of calixarene derivatives with mercury(II) in acetonitrile is for the first time demonstrated. 相似文献
5.
Harth E Van Horn B Lee VY Germack DS Gonzales CP Miller RD Hawker CJ 《Journal of the American Chemical Society》2002,124(29):8653-8660
A novel approach is presented for the controlled intramolecular collapse of linear polymer chains to give well-defined single-molecule nanoparticles whose structure is directly related to the original linear polymer. By employing a combination of living free radical polymerization and benzocyclobutene (BCB) chemistry, nanoparticles can be routinely prepared in multigram quantities with the size being accurately controlled by either the initial degree of polymerization of the linear chain or the level of incorporation of the BCB coupling groups. The latter also allows the cross-link density of the final nanoparticles to be manipulated. In analogy with dendritic macromolecules, a significant reduction of up to 75% in the hydrodynamic volume is observed on going from the starting random coil linear chains to the corresponding nanoparticles. The facile nature of the living free radical process also permits wide variation in monomer selection and functional group incorporation and allows novel macromolecular architectures to be prepared. Furthermore, the use of block copolymers functionalized with benzocyclobutene groups in only one of the blocks gives, after intramolecular collapse, a hybrid architecture in which a single linear polymer chain is attached to the globular nanoparticle. 相似文献
6.
Richard A. Gottscho J. Brooke Koffend Robert W. Field 《Journal of Molecular Spectroscopy》1980,82(2):310-338
Optical-optical double-resonance (OODR) induced photoluminescence into the lowest excited electronic states of BaO—a3Σ+, A1Σ+, b3Π, and —from C1Σ+ is described. These low-lying states are deperturbed to obtain spectroscopic constants and potential energy curves:
16 596(3) | 16 807.345(10) | 17 502.6(10) | 17 619.7(2) | |
469.0(7) | 499.620(19) | 447.62(8) | 447.95(22) | |
1.48(4) | 1.716(8) | 2.287(12) | 2.139(8) | |
2.14(9) | 1.02(3) | |||
0.2594(5) | 0.2583908(26) | 0.22426(16) | 0.22385(16) | |
1.44(5) | 1.111(3) | 1.18(4) | 1.15(4) | |
7.0(7) | ?4.0(21) | |||
2.1294(20) | 2.133512(11) | 2.2901(8) | 2.2922(8) |