... 6.8 Concluding Remarks 178 Chapter MultiObjectiveGeneticAlgorithmforResolvingDynamicConstructionRequirementsunder Spatial- TemporalConsiderations 180 7.1 Introduction ... early construction input in planning the construction sequence ConstructionRequirements represent the key preconditions forconstruction and forms the basis for representing critical information ... these constructionrequirements represent the key preconditions forconstruction (Chua and Yeoh, 2011) This then forms the basis for representing critical information and construction knowledge; construction...
... 32 4.1 Multi- objective Optimization 32 ii 4.2 Multi- objectiveGenetic Algorithms 35 4.2.1 Genetic Algorithms 35 4.2.2 Multi- ObjectiveGenetic Algorithms ... formulated as a multi- objective problem Chapter details the Multi- objectiveGeneticAlgorithm (MOGA) procedure that is developed to solved the problem that was described Principles of multi- objective ... to multi- objective problems was first introduced by Rosenberg (1967), but this research area remained unexplored until recently 4.2 Multi- objectiveGenetic Algorithms 4.2.1 Genetic Algorithms Genetic...
... operators For example, for a problem with (n, p) = (100, 20), the algorithm terminates if 448 successive children fail in improving the best solution (For all of our test problems, we had n > 2p √ For ... computational effort 4.10 Algorithm The overall algorithm can be stated as follows Algorithm Generate an initial population of size P (n, p) as described in section 4.4 Initialize a variable for keeping ... could improve the performance on some problems by slowing down convergence We made no effort to customize the algorithm to the problems on hand, and used the same formulas for the population size...
... the simple genetic algorithms There are many algorithms of optimization used for different domains We have chosen geneticalgorithm [17-19] to accelerate our fractal image coding algorithm We ... the Fourth International Conference on Genetic Algorithms, San Diego 1991 Wu M-S, Teng W-C, Jeng J-H, Hsieh J-G: Spatial correlation geneticalgorithmfor fractal image compression Fractals 2006, ... RMSE) 4) Genetic coding algorithmGenetic algorithms have been used previously to find solutions to the minimization problems related to the fractal inverse problem [18] Here, we describe the Genetic...
... powerful tool for the hull form construction at the initial design stage Key words: Surface Fitting, Hull Form Reconstruction, Genetic Algorithm, Multimodal Optimization, Simultaneous Multi- Fitting ... to be as accurate as possible for the effective support of ship production as well as for numerical performance analysis A traditional method for ship hull form reconstruction is skinning operation ... techniques with multiple objectives have been widely used in the surface reconstruction process In recent years, the geneticalgorithm (GA) has gained increasing attention as a multimodal optimization...
... Distributed GeneticAlgorithm Multiple Population GeneticAlgorithm Single Population GeneticAlgorithm Master-Slave Distributed GeneticAlgorithm Synchronous Master-Slave GA Fine-Grained GeneticAlgorithm ... parallel geneticalgorithm (PGA) Keywords: System Identification (SI); Structural System Identification; Structural Health Monitoring; Genetic Algorithms (GA); Local Search (LS); Parallel GeneticAlgorithm ... shows the flow chart of the local search operator 2.4 Parallel GeneticAlgorithm (PGA) The reasons for choosing parallel geneticalgorithm are stated as follows: Firstly, evaluation and local...
... of each chromosome as in the Algorithm A GeneticAlgorithmfor Power-Aware Virtual Machine Allocation 187 Algorithm Construct fitness function powerOfDatacenter := For each host ∈ collection of ... utilization) [8][2][5] The objective scheduling is minimizing energy consumption in fulfillment of maximum requirements of n VMs 2.4 The GAPA Algorithm The GAPA, which is a kind of GeneticAlgorithm (GA), ... Modified Best-Fit Decreasing (MBFD) algorithm, which is best-fit decreasing heuristic, for power-aware VM allocation and adaptive threshold-based migration algorithms to dynamic consolidation of VM resource...
... Routing 2.4 Ant Algorithms 19 22 2.4.1 Introduction to Ant Algorithms 22 2.4.2 Ant Algorithm Family 27 Chapter A Generic GIS-supported Multi- objective Optimization Model 3.1 Multi- objective Optimization ... Chapter 44 An Ant Algorithmfor Multi- objective Siting of Emergency Facilities 4.1 Overview of the Ant Algorithm 45 4.2 Pheromone Matrix and the Updating Rules 46 4.3 Solution Construction 49 IV ... provides a platform forspatial data collection, retrieval and storage, and supports many elementary and advanced spatial analytical functions for location studies Not only can GIS be used for model...
... Brief description of geneticalgorithm In this section we provide a brief introduction to the geneticalgorithmGenetic algorithms (GA) are a class of stochastic optimization algorithms inspired ... median objective valuses for Case I (b) Standard deviations for Case I (c) Best, mean and median objective values for Case II (d) Standard deviations for Case II Figure Convergence history of the objective ... 937 (c) Best, mean and median objective values for Case IV (d) Standard deviations for Case IV Figure Convergence history of the objective function (total power/cost) for VAWT wind farm using GA...
... wx k 1Y j M stands for the score for generating a multiloop The Turner thermodynamic rules also penalize an amount for each closing pair in a multiloop By starting a multiloop we are specifying ... little thermodynamic information available for regular multiloops, let alone for pseudoknots We had to tune by hand the parameters related to pseudoknots For some non-nested structures we multiplied ... introduced for the nested algorithm (that ISs of y > or multiloops are described in some approximated form) Despite these limitations, this truncated pseudoknot algorithm seems to be adequate for the...
... Therefore, expression (3) presents a basic form in the spatial domain for image enhancement with local contrast preservation 2.2 The general form of SDRCLCE algorithm In this section, the basic form ... Retinex-based algorithms are usually computational expensive and require hardware acceleration to achieve real-time performance Monobe et al [17] proposed a spatially variant dynamic range compression algorithm ... develop an efficient spatially variant algorithmfor both dynamic range compression and local contrast enhancement This problem motivates us to derive a new simultaneous dynamic range compression...
... Therefore, expression (3) presents a basic form in the spatial domain for image enhancement with local contrast preservation 2.2 The general form of SDRCLCE algorithm In this section, the basic form ... Retinex-based algorithms are usually computational expensive and require hardware acceleration to achieve real-time performance Monobe et al [17] proposed a spatially variant dynamic range compression algorithm ... develop an efficient spatially variant algorithmfor both dynamic range compression and local contrast enhancement This problem motivates us to derive a new simultaneous dynamic range compression...
... , for connecting nonneighboring cores The reservation is uniform across every wire channel in the core to maintain a uniform tunneling bandwidth It is proposed that policies are developed for ... version of an FPGA accelerator for the Smith-Waterman algorithm used for pairwise alignment of DNA sequences with a linear gap penalty and an 8-bit datapath [28] The performance of this application ... coarse-grained but are instead multigrained, including embedded processors, arithmetical units, and memory as well as configurable cells of different complexity Therefore, dynamic allocation methods...
... design matrices for all traits; see Jensen and Mao (1988) for a review For these, a canonical decomposition of the genetic and residual covariance matrix together yields a transformation to uncorrelated ... subvector m of a for trait m, ie, b is simply a weighted sum of solutions for animals in the data i i Ek¡ For O (J&dquo; and y - Xb - Zu the vector of residuals for [1] with subvectors t m for m 1, , ... Average information = ) * f (L thus V * = ) * Var(y blockdiagonal for traits, [20] l k bi are zero except for subvectors for traitsk and l, bi si and bi sk , with Sj standing in turn for A!Zoa!...
... information/knowledge beyond the realm of solitary cells that underlies the core need for a multi- scale modeling platform Therefore, the initial design aspects of a multi- scale architecture for ... results in population-level dynamics derived from the generation of these multiple trajectories, population dynamics that, when viewed in aggregate, form the nested, multi- scalar/ hierarchical ... goal More specifically, computer modeling can be seen as a means of dynamic knowledge representation that can form a basis for formal means of testing, evaluating and comparing what is currently...
... advantageous if a much faster algorithmfor the calculation of BayesB GW-EBV would be available Thus, our aim here is to present a fast nonMCMC based algorithmfor the calculation of BayesB type ... solution, e.g g = 0, the algorithm performs within each iteration the following steps: For all SNPs i = 1, , m, Step 1: calculate 'adjusted' records, y-i, which are corrected ˆ for all the other SNPs ... Heuristically this occurs because for small there are only few non zero marker effects, but those present are large; therefore E Page of 10 (page number not for citation purposes) Genetics Selection Evolution...
... Colleau et al genetic gains, a direct impact on performances due to inbreeding depression, especially for functional traits, and an increased expression of genetic defects Quantitative geneticists ... by inflating genetic parameters [14, 20, 37] or by decreasing the weight of familial information vs the weight of individual information [11, 20, 34, 41] or by including penalties for individual’s ... females still too young for breeding Then, the best solution for matings can be formally established However, it would be quite difficult to find out the corresponding global solution for real populations,...
... Computing Budget Allocation MOEA : Multi- objective Evolutionary Algorithm MOGA : Multi- objectiveGeneticAlgorithm MOEDA : Multi- objective Estimation of Distribution Algorithm xi Chapter Introduction ... Budget Allocation 5.3.1 Multi- objectiveGenetic Algorithms with Optimal Computing Budget Allocation 5.3.2 Multi- objective Estimation of Distribution Algorithms with Optimal Computing ... by multiple objective measures Underlying differences exist in comparing designs with multiple objective measures from that with a single objective, thus the sampling allocation techniques for...