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Current Trends in Signal Processing

E-ISSN: 2277–6176 | P-ISSN: 2321–4252 | Peer-Reviewed Journal (Refereed Journal) | Hybrid Open Access

About the Journal

Current Trends in Signal Processing Current Trends in Signal Processing is a peer-reviewed hybrid open-access journal launched in 2011, focused on the rapid publication of fundamental research papers on areas of Signal Processing. The journal emphasizes original research articles that explore theoretical advances, innovative applications, and interdisciplinary approaches in signal processing technologies.

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Journal Information

Title: Current Trends in Signal Processing
Abbreviation: ctsp
Issues Per Year: 3 Issues
P-ISSN: 2321–4252
E-ISSN: 2277–6176
Publisher: STM Journals, An imprint of Consortium e-Learning Network Pvt. Ltd.
DOI: 10.37591/CTSP
Starting Year: 2011
Subject: Signal Processing
Publication Format: Hybrid Open Access
Language: English
Copyright Policy: CC BY-NC-ND
Type: Peer-reviewed Journal (Refereed Journal)

Address:

STM Journals, An imprint of Consortium e-Learning Network Pvt. Ltd. A-118, 1st Floor, Sector-63, Noida, U.P. India, Pin - 201301

Editorial Board

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ctsp maintains an Editorial Board of practicing researchers from around the world, to ensure manuscripts are handled by editors who are experts in the field of study.

Editor in Chief

Editor

Prof. Ushaa Eswaran, Principal

Indira institute of technology & sciences,markapur, TAMILNADU Pincode 600024, India, 600024

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Journal: Current Trends in Signal Processing

Latest Articles

Ahead of Print

From Noise to Insight: An Academic Study of Electrical Signal Processing

Electrical signal processing is very important for turning raw, often noisy data into useful and actionable information.

Digital Signal Processing (DSP), Analogue Signals, Noise Reduction, Signal Filtering, Time-Domain Analysis, Frequency-Domain Analysis, Spectral Analysis, Signal Modulation, and Signal-to-Noise Ratio (SNR)

Fractal-Entropy Guided Adaptive Signal Reconstruction for Non-Stationary Biomedical and Communication Systems

This paper presents a novel Fractal-Entropy Guided Adaptive Signal Reconstruction (FEG- ASR) framework designed for accurate processing of non-stationary signals in biomedical and communication systems.

Fractal entropy, adaptive signal reconstruction, non-stationary signals, biomedical signal processing, ECG analysis, communication systems, noise reduction, multi-resolution analysis, signal decomposition, intelligent filtering.

“Microvita‑Inspired Informational Field Dynamics as a Nonlinear Signal‑Generation Mechanism in Matter–Life–Mind Systems”

Recognizing how matter, life, and consciousness relate to one another continues to be among the most essential challenges faced by modern science.

Microvita, Informational Field Dynamics, Nonlinear Signal Generation, Emergence of Complexity, Matter–Life–Mind Interaction, Nonlinear Systems

Bridging Brain-Inspired Learning and Quantum Reasoning for Future AGI Systems

This research paper presents a novel neuromorphic–quantum hybrid computing framework envisioned to advance intelligent systems toward artificial general intelligence.

Neuromorphic Computing, Quantum Computing, Hybrid Intelligence, Spiking–Quantum Algorithms, Edge–Cloud Integration, Artificial General Intelligence.

A Study on Feature Subset Selection in Feature Streams of Dynamic Data

As the use of real-time data with high dimensions continues to expand across various domains, selecting important features from the dataset is a key step to improve the predictive accuracy and time taken to build a machine learning model.

Feature stream, feature selection, machine learning, real-time

Algebraic Foundations of Generalized Signal Processing: A Unified Approach Across Domains

Using the techniques of algebra, notably polynomial algebras and modules, algebraic signal processing (ASP) is a contemporary, abstract framework that generalizes conventional signal processing— including Fourier analysis, filtering, and convolution.

Graph signal processing, spectral analysis, Fourier transform, signal modules, polynomial algebras