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This inflationary mechanism is currently the most popular model for the origin of structure, partly because it turns out to give mathematically simple predictions, but mainly because so far it offers excellent agreement with the real Universe, such as the microwave anisotropies just discussed. As I mentioned at the end of Section 13.5, there are presently quite a few different models for inflation, and typically their detailed predictions for the origin of structure are somewhat different. They therefore predict slightly different patterns of observed structures, hopefully different enough that one day we can use these structures to distinguish between inflation models observationally. If the inflationary picture of the origin of structure is correct, a striking consequence is that all structures, including our own bodies, ultimately owe their existence to small quantum fluctuations occurring during the inflationary epoch. There can be no more dramatic example of the strong connection between microphysics and the large-scale Universe.



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The rst two steps strive to reduce the data volume and algorithm complexity The overall complexity is O(m2 ) where m is the number of remaining items in the list of boxes after the rst two steps Linearizing/Approximation: To avoid costly evaluation and nonlinear, highly complex data structures (eg, arrays of lists of boxes), the rst step creates the simpler scenario where each partition consists of exactly one box For each partition, one box will represent (or approximate) its partition Depending on the given partitioning scenario, different strategies are useful We propose two schemes for creating approximating boxes: (1) Union is used when multiple blocking is used A bounding box around all the partition s boxes (a box union of them) approximates the partition and (2) largest is used when fractional blocking is used.





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Union will not approximate the partition when processors are assigned more than one box (most processor are assigned exactly one box) The set of boxes may be spatially spread out over the computational domain A bounding box will give little information about the partition We propose to represent/approximate the partition with its largest box The complexity for both strategies is linear in the number of approximating boxes in either of the lists Removing Good-Enough Pairs: It is not feasible to search for an optimal solution (it is not even clear what optimal means at this point) even for this simpli ed case established by the linearizing/approximation We further lower the complexity by acknowledging that the default SFC mapping probably is a good initial guess to a high-quality solution Given this, we can reduce the required work by reducing the size of the input.

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We remove pairs of partitions that as a result of the default mapping are already good-enough Consider two lists A and B of approximating boxes representing partitions on level l + 1 and level l + 2 as in the above example Let threshold [0, 100] Intersect the boxes in list A with their counterparts in list B and remove all pairs with an intersection volume greater than threshold percent of the box in A The deleted pairs are regarded as having a good-enough mapping and will not be considered further The complexity for this step is linear in the number of approximating boxes in either of the lists..

Table 34-1 lists the basic arithmetic functions. You can use these functions on anything that has a value. For example, if you create a variable with a value of 2, you can use that variable with the arithmetic functions.

Carbenes (Continued ) substituents on, 115 Carbocations, 105 108 acids and electrophiles, 97 dialkoxy, 105 ethyl, 84 uoro, 105 norbornyl, 84 reactions, 107 substituents on, 106 2-Carbomethoxy-2-cyclohexen-1-one, 289 Carbon dioxide point group of, 5 Carbon monoxide (CO) complex with BF3 , 304 e ect on hO , 181 as L: ligand, 176 point group of, 5 trans e ect, 181 Carbonyl compounds, 121 128 acids and electrophiles, 97 electrophilic attack, 121 123 photochemistry Norrish type I, 215 217 Norrish type II, 213 215 stability of, 127 128 UV spectra, 214 Carbonyl group basicity of O, 122 123 interaction diagram, 122 IP of, 123 nucleophilic attack on, 68, 124 126 nucleophilicity of O, 122 123 p* antibond, SHMO, 124 p bond, SHMO, 121 reactions, 125 Carbonyl imine, 174 Carbonyl oxide, 174 Carbonyl ylide, 174 Carboranes, 84 Carboxyalkyl radicals, 112 Carboxylate group interaction diagram, 307 Cartesian Gaussian functions, in basis set, 24 25 Catalytic cracking, 146 CCSD(T), 30 CF3 , see Tri uoromethyl CFPA, 14 C H bonds, 141 143 activation by X:, ``C'' substituents, 145 activation by Z, ``C'' substituents, 142 hybridization, 141 pKa values, 142 Cheletropic reactions, 163, 165 166, 201

PART III PACS OPERATION Data Management & Web-Based PACS 14 Telemedicine & Teleradiology 15 Fault-Tolerant & Enterprise PACS 16 Image/Data Security 17

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