As the global population grows and water resources become scarce, the only way to effectively conserve and utilise them is by adequately treating and reusing them. In Sewage Treatment Plants, ensuring a safe gaseous e...
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Nepali, a low-resource language belonging to the Indo-Aryan language family and spoken in Nepal, India, Sikkim, and Burma has comparatively very little digital content and resources, more particularly in the legal dom...
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While great strides have been made in collecting presence data and developing accurate species distribution models, much less is known about the migratory process that guides the spatio-temporal changes in distributio...
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Relation Extraction (RE) is a fundamental task of information extraction, which has attracted a large amount of research attention. Previous studies focus on extracting the relations within a sentence or document, whi...
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Management of crops along with its production plays a vital role in order to cope-up with the increasing population eventually reduce the possibility of illness to the human power. With an aid of precision agriculture...
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This paper undertakes a theoretical analytic study of a (3+1)-dimensional NLHSM, thereby generalizing the (2+1)-dimensional NLHSM to three spatial dimensions with a view of capturing rich features in the NL electromag...
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This paper undertakes a theoretical analytic study of a (3+1)-dimensional NLHSM, thereby generalizing the (2+1)-dimensional NLHSM to three spatial dimensions with a view of capturing rich features in the NL electromagnetic wave systems. From the solutions gained by the IGREM method, a variety of dynamical behaviors, including bifurcation, multi-stable chaos, period, and quasi-period wave structures, are given. Both the cases of perturbation and no perturbation are considered to study the effect of interactions in the various wave phenomena. The complexity of stability and sensitivity of these systems is described through bifurcation analysis, which shows how the system proceeds from stable periodic oscillations to quasi-periodic and chaotic oscillations. The new ideas on the excitation and stabilization of electromagnetic waves in strongly nonlinear media can be useful in engineering, for example, for accurately modeling modern telecommunication systems and controlling waves in plasma physics. The analytic solutions offer a starting point to investigate wave behaviors in higher dimensions, which aids in the creation of new approaches to the management of waves in engineering. Users can gain physical wave behavior access to both simulations and their practical implementation through the generalized model for enhancing electromagnetic wave-based engineering systems.
This research introduces an advanced deep learning approach aimed at restoring highly degraded aging photographs. While conventional restoration tasks in supervised learning are effective, real-world image degradation...
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Air pollution has become major cause of global concern in recent times. Global warming, climate changes and many major hazardous diseases are all reasons of air pollution. Rapid industrialization, urbanization, defore...
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The reliability and performance of concurrency are severely affected by deadlocks in concurrent systems. An efficient deadlock detection algorithm is needed to ensure that any deadlock cases can be pre-empted. The pap...
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The escalation of the newer technology called Internet of Things (IoT), introduced numerous benefits to people. However, it has also raised the risk of cybercriminal attacks. For instance, it has allowed criminals to ...
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