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Panayiotis Frangos

Publications and source records attributed to Panayiotis Frangos.

7 recordsLinked to original sources

A Deep Learning Approach for Pixel-level Material Classification via Hyperspectral Imaging

Recent advancements in computer vision, particularly in detection, segmentation, and classification, have significantly impacted various domains. However, these advancements are tied to RGB-based systems, which are insufficient for applications in industries like waste sorting, pharmaceuticals, and defense, where advanced object characterization beyond shape or color is necessary. Hyperspectral (HS) imaging, capturing both spectral and spatial information, addresses these limitations and offers advantages over conventional technologies such as X-ray fluorescence and Raman spectroscopy, particularly in terms of speed, cost, and safety. This study evaluates the potential of combining HS imaging with deep learning for material characterization. The research involves: i) designing an experimental setup with HS camera, conveyor, and controlled lighting; ii) generating a multi-object dataset of various plastics (HDPE, PET, PP, PS) with semi-automated mask generation and Raman spectroscopy-based labeling; and iii) developing a deep learning model trained on HS images for pixel-level material classification. The model achieved 99.94\% classification accuracy, demonstrating robustness in color, size, and shape invariance, and effectively handling material overlap. Limitations, such as challenges with black objects, are also discussed. Extending computer vision beyond RGB to HS imaging proves feasible, overcoming major limitations of traditional methods and showing strong potential for future applications.

eess.IV

The Evaluation of a Novel Asymptotic Solution to the Sommerfeld Radiation Problem using an Efficient Method for the Calculation of Sommerfeld Integrals in the Spectral Domain

In this work, a recently developed novel solution of the famous "Sommerfeld Radiation Problem" is revisited. The solution is based on an analysis performed entirely in the spectral domain, through which a compact asymptotic formula describes the behavior of the EM field, which emanates from a vertical Hertzian radiating dipole, located above flat, lossy ground. The paper is divided into two parts. First, we demonstrate an efficient technique for the accurate numeric calculation of the well - known Sommerfeld integrals, required for the evaluation of the field. The results are compared against alternative calculation approaches and validated with the corresponding Norton figures for the Surface Wave. Then, in the second part, we briefly introduce the asymptotic solution of interest and investigate its performance; we contrast the solution versus the accurate numerical evaluation for the total received EM field and also with a more basic asymptotic solution to the given problem, obtained via the application of the Stationary Phase Method (SPM). Simulations for various frequencies, distances, altitudes and ground characteristics are illustrated and inferences for the applicability of the solution are made. Finally, special cases, leading to analytic field expressions, close as well as far from the interface, are examined.

eess.SP

A Novel Asymptotic Solution to the Sommerfeld Radiation Problem: Analytic field expressions and the emergence of the Surface Waves

The well-known "Sommerfeld radiation problem" of a small -Hertzian- vertical dipole above flat lossy ground is reconsidered. The problem is examined in the spectral domain, through which it is proved to yield relatively simple integral expressions for the received Electromagnetic (EM) field. Then, using the Saddle Point method, novel analytical expressions for the scattered EM field are obtained, including sliding observation angles. As a result, a closed form solution for the subject matter is provided. Also, the necessary conditions for the emergence of the so-called Surface Wave are discussed as well. A complete mathematical formulation is presented, with detailed derivations where necessary.

physics.class-ph

A closed form analytical solution to the radiation problem from a short dipole antenna above flat ground using spectral domain approach

In this paper we consider the problem of radiation from a vertical short dipole above flat ground with losses, which represents the well known in the literature Sommerfeld radiation problem. We end up with a closed form analytical solution to the above problem for the received electric and magnetic field vectors above the ground in the far field area. The method of solution is formulated in the spectral domain, and by inverse three dimensional Fourier transformation and subsequent application of the Stationary Phase Method the final solutions in the physical space are derived. To our knowledge, the above closed form solutions are novel in the literature for the Sommerfeld radiation problem. Finally, the physical interpretation for the received fields formulae derived this paper are provided.

physics.class-ph

OTS/CafeOBJ2JML: An attempt to combine Design By Contract with Behavioral Specifications

Design by Constract (DBC) has influenced the development of formal specification languages that allow the mix of specification and implementation code, like Eiffel, the Java Modeling Language (JML) and Spec#. Meanwhile algebraic specification languages have been developing independently and offer full support for specification and verification of design for large and complex systems in a mathematical rigorous way. However there is no guarantee that the final implementation will comply to the specification. In this paper we proposed the use of the latter for the specification and verification of the systems design and then by presenting a translation between the two, the use of the former to ensure that the implementation respects the specification and thus enjoy the verified properties.

cs.SE

An Algebraic Specification of the Semantic Web

We present a formal specification of the Semantic Web, as an extension of the World Wide Web using the well known algebraic specification language CafeOBJ. Our approach allows the description of the key elements of the Semantic Web technologies, in order to give a better understanding of the system, without getting involved with their implementation details that might not yet be standardized. This specification is part of our work in progress concerning the modeling the Social Semantic Web.

cs.LO