Personnel and education data very important for organizations, including the military. All data related to military personnel will give effect positions and careers in the military field. The integration of personnel ...
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Financial markets are comprised of many instruments, are complex, and are constantly changing. However, it is interesting to consider what, if any, commonalities persist in markets over long time horizons. In particul...
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We investigate the compression sensitivity [Akagi et al., 2023] of lex-parse [Navarro et al., 2021] for two operations: (1) single character edit and (2) modification of the alphabet ordering, and give tight upper and...
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The smartphones play an important part in agriculture service today. A smartphone accessible agriculture IoT node is presented in this paper. This node is designed for sightseeing agriculture and education agriculture...
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The reconstruction of electrical current densities from magnetic field measurements is an important technique with applications in materials science, circuit design, quality control, plasma physics, and biology. Analy...
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The reconstruction of electrical current densities from magnetic field measurements is an important technique with applications in materials science, circuit design, quality control, plasma physics, and biology. Analytic reconstruction methods exist for planar currents, but break down in the presence of high-spatial-frequency noise or large standoff distance, restricting the types of systems that can be studied. Here, we demonstrate the use of a deep convolutional neural network for current density reconstruction from two-dimensional images of vector magnetic fields acquired by a quantum diamond microscope . Trained network performance significantly exceeds analytic reconstruction for data with high noise or large standoff distances. This machine learning technique can perform quality inversions on lower-signal-to-noise-ratio data, significantly reducing the data collection time and permitting reconstructions of weaker and three-dimensional current sources.
Arabizi is an informal written form of dialectal Arabic transcribed in Latin alphanumeric characters. It has a proven popularity on chat platforms and social media, yet it suffers from a severe lack of natural languag...
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Although Twitter is a popular platform for social interaction analysis and text data mining, it faces challenges with geolocation automation. To address this problem, the researchers propose the utilization of a Suppo...
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This contributed volume presents an overview of concepts, methods, and applications used in several quantitative areas of drug research, development, and marketing. Chapters bring together the theories and application...
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ISBN:
(数字)9783030485559
ISBN:
(纸本)9783030485542;9783030485573
This contributed volume presents an overview of concepts, methods, and applications used in several quantitative areas of drug research, development, and marketing. Chapters bring together the theories and applications of various disciplines, allowing readers to learn more about quantitative fields, and to better recognize the differences between them. Because it provides a thorough overview, this will serve as a self-contained resource for readers interested in the pharmaceutical industry, and the quantitative methods that serve as its foundation. Specific disciplines covered include:;is ideal for undergraduate students interested in learning about real-world applications of quantitative methods, and the potential career options open to them. It will also be of interest to experts working in these areas.
The author locates poles for Eisenstein series on algebraic groups SL(n)(DELTA), where n is-an-element-of N and DELTA is an arbitrary finite dimensional division algebra over a number field. An explicit family of nonh...
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The author locates poles for Eisenstein series on algebraic groups SL(n)(DELTA), where n is-an-element-of N and DELTA is an arbitrary finite dimensional division algebra over a number field. An explicit family of nonholomorphic functions, which include series of arbitrary level, is characterized. Each series E(z, s) is induced from a character on a maximal parabolic. For each E(z, s) in the family, there is an explicit product LAMBDA(s) of GAMMA-functions, L-functions and a polynomial term such that LAMBDA(s)E(z, s) has only simple poles in the s variable.
The Visual Software Circuit Board (VSCB) platform supports a component based development methodology towards the development of software systems. The circuit board design techniques and methodologies have evolved for ...
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ISBN:
(纸本)158113844X
The Visual Software Circuit Board (VSCB) platform supports a component based development methodology towards the development of software systems. The circuit board design techniques and methodologies have evolved for electronic device and component engineering for decades. The circuit board approach, now applied for software systems and applications, makes the component based development process easy to visualize and comprehend. This paper describes the VSCB based design methodology with a specific focus on usage of VSCB for web application engineering.
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