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Consider the performance consequences of your API design decisions Making a public type mutable may require a lot of needless defensive copying (Item 24) Similarly, using inheritance in a public class where composition would have been appropriate ties the class forever to its superclass, which can place artificial limits on the performance of the subclass (Item 14) As a final example, using an implementation type rather than an interface in an API ties you to a specific implementation, even though faster implementations may be written in the future (Item 34) The effects of API design on performance are very real Consider the getSize method in the javaawtComponent class The decision that this performance-critical method was to return a Dimension instance, coupled with the decision that Dimension instances are mutable, forces any implementation of this method to allocate a new Dimension instance on every invocation Even though, as of release 13, allocating small objects is relatively inexpensive, allocating millions of objects needlessly can do real harm to performance In this case, several alternatives existed Ideally, Dimension should have been immutable (Item 13); alternatively, the getSize method could have been replaced by two methods returning the individual primitive components of a Dimension object In act, two such methods were added to the Component API in the 12 release for performance reasons Preexisting client code, however, still uses the getSize method and still suffers the performance consequences of the original API design decisions Luckily, it is generally the case that good API design is consistent with good performance It is a very bad idea to warp an API to achieve good performance The performance issue that caused you to warp the API may go away in a future release of the platform or other underlying software, but the warped API and the support headaches that it causes will be with you for life Once you've carefully designed your program and produced a clear, concise, and wellstructured implementation, then it may be time to consider optimization, assuming you're not already satisfied with the performance of the program Recall that Jackson's two rules of optimization were Don't do it, and (for experts only) Don't do it yet He could have added one more: Measure performance before and after each attempted optimization You may be surprised by what you find Often attempted optimizations have no measurable effect on performance; sometimes they make it worse The main reason is that it's difficult to guess where your program is spending its time The part of the program that you think is slow may not be at fault, in which case you'd be wasting your time trying to optimize it Common wisdom reveals that programs spend 80 percent of their time in 20 percent of their code Profiling tools can help you decide where to focus your optimization efforts Such tools give you run-time information such as roughly how much time each method is consuming and how many times it is invoked In addition to focusing your tuning efforts, this can alert you to the need for algorithmic changes If a quadratic (or worse) algorithm lurks inside your program, no amount of tuning will fix the problem You must replace the algorithm with one that's more efficient The more code in the system, the more important it is to use a profiler It's like looking for a needle in a haystack: The bigger the haystack, the more useful it is to have a metal detector The Java 2 SDK comes with a simple profiler, and several more sophisticated profiling tools are available commercially.

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Mori et al [607] proposed that a memory of every generation s best individual be stored (in a kind of hall-of-fame) Individuals stored in the memory serve as candidate parents to the reproduction operators The memory has a xed size, which requires some kind of replacement strategy Branke [82] proposed that the best individual of he current generation replaces the individual that is most similar For a more detailed treatment of dynamic environments, the reader is referred to [83]. Make Barcode In VS .NET Using Barcode creation .Related: Generate QR Code .NET , Print Code 128 .NET WinForms , Generate QR Code Word

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STOCHASTIC OR DYNAMIC NETWORKS. Decoding QR Code 2d Barcode In .NET Control to generate, create, read, scan barcode image in isual Studio .NET applications. The algorithm (sketch) for computer the best rout in he single ferry case is presented below. Compute an initial route using TSP heuristic algorithm; do Apply 2-opt swaps; Apply 2H-opt swaps; while (weighted delay is reduced); Extend ferry route to meet bandwidth requirements; Basically, the single route algorithm (SIRA) rst generates an initial route using some TSP heuristic algorithm (e.g., the nearest-neighbor heuristic) and then re nes the initial route using local optimization techniques. The following 2-opt and 2H-opt swap operations to improve the route are involved. r 2-opt swap. Consider the route as a cycle with edges that connect consecutive nodes in the route. A 2-opt swap removes two edges AB and CD from the route and replaces them with edges AC and BD while maintaining the route as a single cycle. r 2H-opt swap. A 2H-opt swap moves a node in the route from one position to another. The algorithm tries to reduce the weighted delay of the route by applying 2-opt swaps and 2H-opt swaps until no further improvement can be found. In the multi-route algorithm (MURA), ferries may follow multiple routes to carry data between nodes. But ferries do not relay data between themselves. So data are carried by at most one ferry. The MURA is presented below. EWD(op): EWD of node assignment after operation op Set the number of ferries to n; Assign each node to a ferry;.Related: Printing EAN-13 Excel , Intelligent Mail Generating VB.NET , ITF-14 Creating C#

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Copying dimension styles from other drawings Creating Geometric Tolerances Starting the tolerance frame Inserting the tolerance frame Editing a tolerance frame 421 423 423 430 434 439 442 444 447 448 448 448 449 449 450 450 451 456 456 459 459 use net pdf417 implementation toconnect barcode pdf417 for Encode bar code with net using net tobuild barcode Related: Generate Intelligent Mail NET , Interleaved 2 of 5 Generation C# , Printing Code 39 Java.

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In the button's click event procedure we are going to generate a fixed URL barcode which in Barcode Professional is called "Codeless Barcode Generation" which .Related: 

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to quantify the performance of an individual in relation to that of other individuals in the population or a competing population Relative tness measures are used in coevolutionary algorithms (refer to 15) It is important to realize at this point that di erent types of optimization problems exist (refer to Section A3), which have an in uence on the formulation of the tness function: Unconstrained optimization problems as de ned in De nition A4, where, assuming that SC = SX , the tness function is simply the objective function Constrained optimization problems as de ned in De nition A5 To solve constrained problems, some EAs change the tness function to contain two objectives: one is the original objective function, and the other is a constraint penalty function (refer to Section A6) Multi-objective optimization problems (MOP) as de ned in De nition A10 MOPs can be solved by using a weighted aggregation approach (refer to Section A8), where the tness function is a weighted sum of all the sub-objectives (refer to equation (A44)), or by using a Pareto-based optimization algorithm Dynamic and noisy problems, where function values of solutions change over time Dynamic tness functions are time-dependent whereas noisy functions usually have an added Gaussian noise component Dynamic problems are e ned in De nition A16 Equation (A58) gives a noisy function with an additive Gaussian noise component As a nal comment on the tness function, it is important to emphasize its role in an EA The evolutionary operators, eg selection, crossover, mutation and elitism, usually make use of the tness evaluation of chromosomes For example, selection operators are inclined towards the most- t individuals when selecting parents for crossover, while mutation leans towards the least- t individuals.

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