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Hamming network

Other approaches Hamming networks, pattern recognition, wavelets, and neural network learning systems are sometimes discussed but have not been commercially implemented. [Pg.498]

Hybrid networks combine the features of two or more types of ANN, the idea being to highlight the strengths and minimize the weaknesses of the different networks. Examples are the Hamming network, which has a perceptron-like and a Hopfield-like layei and the counterpropagation network, which has a Kohonen layer and a Grossberg outstar layer. [Pg.87]

Ham, N. S., and Ruedenberg, K., J. Chem. Phys. 25, 1, 13, Electron interaction in the free-electron network model for conjugated systems. I. Theory. II. Spectra of aromatic hydrocarbons."... [Pg.347]

Ham H, Kim TJ, Boyce D (2005) Implementation and estimation of a combined model of interregional, multimodal commodity shipments and transportation network flows. Transportation Research Part B (39) 65-79... [Pg.267]

Fig. 4. The role of neutral networks in evolutionary optimization through adaptive walks and random drift. Adaptive walks allow to choose the next step arbitrarily from all directions where fitness is (locally) nondecreasing. Populations can bridge over narrow valleys with widths of a few point mutations. In the absence of selective neutrality (upper part) they are, however, unable to span larger Hamming distances and thus will approach only the next major fitness peak. Populations on rugged landscapes with extended neutral networks evolve along the network by a combination of adaptive walks and random drift at constant fitness (lower part). In this manner, populations bridge over large valleys and may eventually reach the global maximum ofthe fitness landscape. Fig. 4. The role of neutral networks in evolutionary optimization through adaptive walks and random drift. Adaptive walks allow to choose the next step arbitrarily from all directions where fitness is (locally) nondecreasing. Populations can bridge over narrow valleys with widths of a few point mutations. In the absence of selective neutrality (upper part) they are, however, unable to span larger Hamming distances and thus will approach only the next major fitness peak. Populations on rugged landscapes with extended neutral networks evolve along the network by a combination of adaptive walks and random drift at constant fitness (lower part). In this manner, populations bridge over large valleys and may eventually reach the global maximum ofthe fitness landscape.
Connectedness of a neutral network, implying that it consists of a single component, is important for evolutionary optimization. Populations usually cover a connected area in sequence space and they migrate (commonly) by the Hamming distance moved. Accordingly, if they are situated on a particular component of a neutral network, they can reach all sequences of this component. If the single component of the connected neutral network of a common structure spans all sequence space, a population on it can travel by random drift through whole sequence space. [Pg.19]

Figure 12. Time evolution of the hamming distance between the hinary codes corresponding to stimulus 1 and 2 obtained at each peak of the LFP. The x and y axis is the peak of the LFP and the number of different hits between the 2 codewords. Plain curve is for an intact network and dashed curve is for a network without any... Figure 12. Time evolution of the hamming distance between the hinary codes corresponding to stimulus 1 and 2 obtained at each peak of the LFP. The x and y axis is the peak of the LFP and the number of different hits between the 2 codewords. Plain curve is for an intact network and dashed curve is for a network without any...
Once the network has reached capacity, the set of patterns that it has learned are used as the local optima in a Hamming function as in Eq. 22. The Walsh decomposition of this function is calculated and the highest order weight is recorded. This process generates pairs of numbers the network capacity and the highest order of the function whose local optima are the patterns that fill that capacity. [Pg.263]

The output is calculated in two steps first, the input and output signals are delayed to different degrees. Second a nonlinear aetivation fimetion /( ) (here a static neural network) estimates the output. In (Nelles 2001) a sigmoid fimetion is proposed for the nonlinear activation function, which is used in this eontext. Other fimetions for nonlinear dynamie modeling e.g. Ham-merstein models, Wiener models, neural or wavelet network are also possible. [Pg.232]

Wireless Priority Service (WPS) can improve connection capabilities for a limited number of authorized national security and emergency preparedness mobile phone users. In the event of congestion in the wireless network, an emergency call using WPS will take priority queuing for the next available channel. Obtain a last-resort backup means of communication such as wireless, WIFI, or satellite. Consider HF radio as an option, recognizing that HF usually requires a skilled operator such as a licensed HAM radio operator. Evaluate the resiliency, redundancy, and interoperability of the system while performing your inventory and risk assessment analysis. [Pg.148]

Karasiev, V. V. Jones, R. S. Trickey, S. B. Hams, F. E. Recent advances in developing orbital-free kinetic energy functionals. In Paz, J. L. Hernandez, A. J., Eds. New Developments in Quantum Chemistry. Transworld Research Network Kerala, India, 2009, 25-54. [Pg.36]

The reliance on informal networks also became an issue for the upward flow of information when both Lambert Austin and Wayne Hale chose informal channels to pursue their DOD requests. Though both managers eventually informed Ham of their actions. Ham s initial investigation into the source of the requests produced little information because the requirement for the imageiy had not been established officially... [Pg.256]

Bueche applied the bead-spring normal coordinate treatment to a cross-linked network to calculate the retardation spectrum and the creep, storage, and loss compliances, L, J t), J, and J", rather than H, (7(f), G, and C".The results..jvere equivalent to equations 34 to 37 except for numerical factors close to unity. A similar calculation was made by Nakada, and by Ham, who considered different models of lattice connectivity. W... [Pg.236]

Matrices display dense networks without edge overlap, but have display area quadratic in the number of vertices. Techniques have been designed to navigate effectively on very large matrices. Abello and Van Ham [16] introduced matrices augmented with clustering trees. Van Ham [17] described smooth navigation techniques for matrices whose vertices possess several hierarchical levels. [Pg.292]

Ham H, Kim JT, Boyce D (2005) Assessment of economic impacts from unexpected events with an interregional commodity flow and multimodal transportation network model. Transp Res Part A Policy Pract 39(1) 849-860... [Pg.919]


See other pages where Hamming network is mentioned: [Pg.274]    [Pg.10]    [Pg.22]    [Pg.472]    [Pg.36]    [Pg.19]    [Pg.21]    [Pg.512]    [Pg.155]    [Pg.160]    [Pg.91]    [Pg.228]    [Pg.212]    [Pg.269]    [Pg.173]    [Pg.332]    [Pg.57]    [Pg.489]    [Pg.3560]    [Pg.103]    [Pg.117]    [Pg.1803]    [Pg.256]    [Pg.257]    [Pg.124]    [Pg.22]    [Pg.232]    [Pg.246]    [Pg.163]    [Pg.324]    [Pg.32]   
See also in sourсe #XX -- [ Pg.494 ]

See also in sourсe #XX -- [ Pg.498 ]




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