A composite vector method for predicting beta-hairpin motifs in proteins is proposed by combining the score of matrix, increment of diversity, the value of distance and auto-correlation information to express the info...
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A composite vector method for predicting beta-hairpin motifs in proteins is proposed by combining the score of matrix, increment of diversity, the value of distance and auto-correlation information to express the information of sequence. The prediction is based on analysis of data from 3,088 non-homologous protein chains including 6,035 beta-hairpin motifs and 2,738 non-beta-hairpin motifs. The overall accuracy of prediction and Matthew's correlation coefficient are 83.1% and 0.59, respectively. In addition, by using the same methods, the accuracy of 80.7% and Matthew's correlation coefficient of 0.61 are obtained for other dataset with 2,878 non-homologous protein chains, which contains 4,884 beta-hairpin motifs and 4,310 non-beta-hairpin motifs. Better results are also obtained in the prediction of the beta-hairpin motifs of proteins by analysis of the CASP6 dataset.
Orthomorphic permutations have good characteristics in cryptosystems. In this paper, by using of knowledge about relation between orthomorphic permutations and multi-output functions, and conceptions of the generalize...
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Orthomorphic permutations have good characteristics in cryptosystems. In this paper, by using of knowledge about relation between orthomorphic permutations and multi-output functions, and conceptions of the generalized Walsh spectrum of multi-output functions and the auto-correlation function of multi-output functions to investigate the Walsh spectral characteristics and the auto-correlation function characteristics of orthormophic permutations, several results are obtained.
The present paper introduces the construction of binary sequences having a zero-correlation zone. The crosscorrelationfunction and the side-lobe of the auto-correlation function of the proposed sequence set is zero f...
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ISBN:
(纸本)9781424468904
The present paper introduces the construction of binary sequences having a zero-correlation zone. The crosscorrelationfunction and the side-lobe of the auto-correlation function of the proposed sequence set is zero for the phase shifts within the zero-correlation zone. The proposed zero-correlation zone sequence set can be generated from an arbitrary Hadamard matrix of order n. The proposed zero-correlation zone sequence set consists of two sub groups. The inter-group cross-correlationfunction has much wider than the inner-group cross-correlationfunction. When the proposed sequence set is applied to the synthetic aperture ultrasonic imaging, this wide inter-group zero-correlation zone enables better image than usual method. The proposed sequence set is suitable for real-time synthetic aperture ultrasonic imaging.
The plateaued functions were first introduced by Zheng and Zhang and denote the Boolean functions on V-n such that their Walsh spectra are 0 or +/- 2(n-r/2), where r is a even number with 0 <= r <= n. In this pa...
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ISBN:
(纸本)9781424458516
The plateaued functions were first introduced by Zheng and Zhang and denote the Boolean functions on V-n such that their Walsh spectra are 0 or +/- 2(n-r/2), where r is a even number with 0 <= r <= n. In this paper, we extend the plateaued functions to vectoroutput Boolean functions. We establish a sequence of important inequalities on the auto-correlation functions and the Walsh spectra of all nonzero linear combinations of the component functions. In particular, we characterize the vector-output plateaued functions by means of a sequence of equalities.
Recently, a theoretical framework for Generalized DFT (GDFT) with nonlinear phase functions exploiting the phase space to design various constant modulus orthogonal transforms was introduced. This paper extends prior ...
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In this paper, the relationships among the vector-output plateaued functions, the vector-output partially bent functions and the vector-output bent functions are discussed. A new characterization of vector-output part...
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ISBN:
(纸本)9781424458516
In this paper, the relationships among the vector-output plateaued functions, the vector-output partially bent functions and the vector-output bent functions are discussed. A new characterization of vector-output partially bent functions is given. Furthermore, a method for constructing vector-output plateaued functions is provided.
The plateaued functions were first introduced by Zheng and Zhang and denote the Boolean functions on Vn such that their Walsh spectra are 0 or ±2n?r/2, where r is a even number with 0 ≤ r ≤ n. In this paper, we...
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The plateaued functions were first introduced by Zheng and Zhang and denote the Boolean functions on Vn such that their Walsh spectra are 0 or ±2n?r/2, where r is a even number with 0 ≤ r ≤ n. In this paper, we extend the plateaued functions to vectoroutput Boolean functions. We establish a sequence of important inequalities on the auto-correlation functions and the Walsh spectra of all nonzero linear combinations of the component functions. In particular , we characterize the vector-output plateaued functions by means of a sequence of equalities.
Supersecondary structure is a layer of structure between secondary structure and tertiary structure.β-hairpin is a super secondary structure *** theβ-βmotif,if two antiparallelβ-strands are connected by loop and t...
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Supersecondary structure is a layer of structure between secondary structure and tertiary structure.β-hairpin is a super secondary structure *** theβ-βmotif,if two antiparallelβ-strands are connected by loop and there are one or more hydrogen bonds between two adjacent strands,then the structure is called asβ-hairpin,otherwise
In this paper, the relationships among the vector–output plateaued functions, the vector-output partially bent functions and the vector-output bent functions are discussed. A new characterization of vector-output par...
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In this paper, the relationships among the vector–output plateaued functions, the vector-output partially bent functions and the vector-output bent functions are discussed. A new characterization of vector-output partially bent functions is given. Furthermore, a method for constructing vector–output plateaued functions is provided.
A newly improved Hilbert-Huang transform (HHT) algorithm is presented for identification of time-varying systems and analysis of nonlinear structural response with closely spaced modes. In this improved HHT, the auto-...
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A newly improved Hilbert-Huang transform (HHT) algorithm is presented for identification of time-varying systems and analysis of nonlinear structural response with closely spaced modes. In this improved HHT, the auto-correlation function of the structural response is taken as a substitute of input to reduce noise effect. A band-pass filter scheme and an effective intrinsic mode function (IMF) selection principle are combined to overcome the modal perturbation problem. Based on these, a time-varying system identification procedure is developed. Its robustness and effectiveness are verified by both numerically simulated and laboratory measured vibration data on a scaled concrete-steel composite beam model. (c) 2009 Elsevier Ltd. All rights reserved.
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