T. Moh invented a cryptosystem called tame transformation method (TTM). TTM cryptosystem is claimed to be the fastest among all currently known unbroken public key cryptosystems. We have done an actual implementation ...
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T. Moh invented a cryptosystem called tame transformation method (TTM). TTM cryptosystem is claimed to be the fastest among all currently known unbroken public key cryptosystems. We have done an actual implementation with linear time complexity for decryption and made some performance tests on it to verify the claim of speed. Also, we give some discussion on our TTM implementation and some attacks on TTM.
The terahertz response of photo-excited charge carriers in CdSe quantum dots has been studied. Quantum dots containing a single electron-hole pair exhibit a real polarizability with a magnitude exceeding 10000 /spl Ar...
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The terahertz response of photo-excited charge carriers in CdSe quantum dots has been studied. Quantum dots containing a single electron-hole pair exhibit a real polarizability with a magnitude exceeding 10000 /spl Aring//sup 3/.
In 1995 the National Science Foundation (NSF) funded six minority-serving institutions in an effort to develop models for undergraduate science, technology, engineering, and mathematics (STEM) education that would inc...
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In 1995 the National Science Foundation (NSF) funded six minority-serving institutions in an effort to develop models for undergraduate science, technology, engineering, and mathematics (STEM) education that would increase the persistence, graduation, and success of all undergraduate STEM students;improve the quality of undergraduate STEM programs;and increase the diversity in STEM professions and graduate programs. The University of Texas at El Paso (UTEP), one of the six funded institutions, is located in the southwest corner of Texas bordering Juarez, Mexico and New Mexico. It primarily serves the predominantly Hispanic population of the region. Developed for all entering students in the College of Science and College of engineering, the Circles of Learning for Entering Students (CircLES) program is a comprehensive institutional effort starting with a weeklong STEM summer orientation. CircLES also provides students with discipline-specific student advising and requires students to participate in one to two semesters of science or engineering-oriented learning communities, based on their pre-college preparation in mathematics and English. This paper describes the design and findings of a five-year longitudinal study of student persistence in STEM since implementation of the program. Findings from the study indicate that students who participate in the program have higher retention rates in STEM, as well as at the University, and increased persistence toward graduation when compared to 1997 baseline rates. Similar results are observed when findings are disaggregated by gender, ethnicity, and level of entering mathematics course.
The detection characteristics of an indoor-optical communication system, which utilizes infrared radiation as carrier has been explored and enhanced for telemedicine, and wireless local area network applications. The ...
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The detection characteristics of an indoor-optical communication system, which utilizes infrared radiation as carrier has been explored and enhanced for telemedicine, and wireless local area network applications. The novelty of the presented technique consists in the fact that multipath dispersion can be reduced under controlled polarization link setup. The design of such a network is based on the specifications set by the IEEE 802.11 standard. Significant noise reduction has been achieved by utilizing wavelet transform processing algorithms.
This paper presents two algorithms to aid the supervised learning of feedforward neural networks. Specifically, an initialization and a learning algorithm are presented. The proposed methods are based on the independe...
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We investigate the dynamical origin for the occurrence of asynchronous hyperchaos and chaos via blowout bifurcations in coupled chaotic systems. An asynchronous hyperchaotic or chaotic attractor with a positive or neg...
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We investigate the dynamical origin for the occurrence of asynchronous hyperchaos and chaos via blowout bifurcations in coupled chaotic systems. An asynchronous hyperchaotic or chaotic attractor with a positive or negative second Lyapunov exponent appears through a blowout bifurcation. It is found that the sign of the second Lyapunov exponent of the newly born asynchronous attractor, exhibiting on-off intermittency, is determined through competition between its laminar and bursting components. When the “strength” (i.e., a weighted second Lyapunov exponent) of the bursting component is larger (smaller) than that of the laminar component, an asynchronous hyperchaotic (chaotic) attractor appears.
This paper presents a physically based time series model that relates groundwater level fluctuations to precipitation and evapotranspiration. The model is based on the nonlinear relation between the degree of water sa...
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This paper presents a physically based time series model that relates groundwater level fluctuations to precipitation and evapotranspiration. The model is based on the nonlinear relation between the degree of water saturation of the subsoil and the groundwater recharge. The model is written in state-space form, while the extended Kalman filter is used to estimate the state equation. An example application shows that the model performs very well and that the addition of physical knowledge is a valuable extension to standard linear transfer function-noise models.
Dyadic Green's functions for inhomogeneous parallel-plate waveguides are considered. The usual residue series form of the Green's function is examined in the case of modal degeneracies, where secondorder poles...
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Dyadic Green's functions for inhomogeneous parallel-plate waveguides are considered. The usual residue series form of the Green's function is examined in the case of modal degeneracies, where secondorder poles are encountered. The corresponding second-order residue contributions are properly interpreted as representing "associated functions" of the structure by constructing a new dyadic root function representation of the Hertzian potential Green's dyadic. The dyadic root functions include both eigenfunctions (corresponding to first-order residues) and associated functions, analogous to the idea of Jordan chains in finite-dimensional spaces. Numerical results are presented for the case of a two-layer parallel-plate waveguide.
The low profile Cymbal array for enhanced insulin transport through in vivo animal skin using rabbits was discussed. Through the use of the cymbal array, the US-insulin experimental group showed a blood glucose level ...
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The low profile Cymbal array for enhanced insulin transport through in vivo animal skin using rabbits was discussed. Through the use of the cymbal array, the US-insulin experimental group showed a blood glucose level decrease of -208.1 ± 29 mg/dL within 90 minutes. The small increase in blood glucose was attributable to the low skin permeability of insulin. It was shown that the US alone did not alter the blood glucose level of the rabbit.
In this article, we study the exponential stability of singularly perturbed systems with time delay. By using vector delay inequalities and Lyapunov functions, exponential stability criteria are derived for both linea...
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