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Query: "author" (Leo Mršić) .

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1.
Maximal product-based intuitionistic fuzzy line graphs for healthcare predictive analysis
Annamalai Meenakshi, J. Shivangi Mishra, Leo Mršić, Antonios Kalampakas, Sovan Samanta, Tofigh Allahviranloo, 2026, original scientific article

Abstract: This paper explores the applications of Intuitionistic Fuzzy Graphs (ℐ ℱ � ) representing uncertainty and impre cision in complex systems through the analysis of correlation and regression coefficients (� ℛ� �) with focus on the maximal product. The study examines the relationships between the edges of the graph by analysing the line graph derived from ℐ ℱ � , facilitating a deeper understanding of the network’s dynamics. The construction of adjacency matrices that incorporate both membership and non-membership values enables the calculation of energy and weight scores, quantifying the strength and predictive correlations among variables. Furthermore, the study discusses the complement of Intuitionistic Fuzzy Line Graphs (ℐ ℱ ℒ � ), using maximal product anal ysis to uncover concealed relationships within the network. MATLAB is used to generate heatmaps that visually represent the importance of correlation to critical network characteristics. The practical importance is demon strated in a healthcare context, particularly in predicting diabetes risk by modelling factors of glucose levels, body mass index (BMI), and insulin. Heatmaps can be effectively visualized to show interrelationships between these features, aiding in the interpretation of network patterns.
Keywords: intuitionistic fuzzy graphs, intuitionistic fuzzy line graphs, maximal product, adjacency matrices, correlation and regression coefficients
Published in DiRROS: 04.02.2026; Views: 618; Downloads: 262
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2.
An analytical framework for sustainability assessment under stochasticconditions
Alireza Amirteimoori, Tofigh Allahviranloo, Maryam Nematizadeh, Leo Mršić, Sovan Samanta, 2026, original scientific article

Abstract: Measuring sustainability as an efficient tool to achieve sustainable development and improve economic, social, and environmental aspects is always fraught with complications. In this sense, developing a suitable approach for evaluating and recognizing the strengths and weaknesses across these dimensions is paramount. Given the inherent uncertainty in data for many real-world applications, the primary aim of this paper is to present a data envelopment analysis (DEA) model for evaluating sustainability within a stochastic environment. The proposed model is non-radial and incorporates undesirable outputs, enabling the assessment of overall sustainability as well as each of the economic, social, and environmental dimensions simultaneously. This multi-dimensional evaluation capability is a key advantage of the proposed model. Additionally, the proposed model is based on input excesses and output shortfalls. Another notable advantage is the incorporation of the assumption of managerial disposability when dealing with undesirable outputs. To demonstrate the applicability of the proposed model, data from 59 diverse countries across Africa, Europe, North America, and Asia were analyzed over a 12-year period (2010–2022). The country selection was designed to capture global heterogeneity in development levels, policies, and environmental conditions, allowing for robust cross-continental comparisons. Key findings reveal that: (1) Europe achieves the highest stochastic sustainability scores, while North America performs poorest; (2) Environmental sustainability shows the most success cases globally, whereas social sustainability lags; (3) Significant trade-offs exist between economic growth and environmental protection.
Keywords: data envelopment analysis, performance analytics, Stochastic modeling, sustainability efficiency, environmental benchmarking, managerial disposability
Published in DiRROS: 04.02.2026; Views: 605; Downloads: 162
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3.
Eccentricity centrality of the comb product between well-knowngraphs and interval graphs : applications in warehouse network optimisation
Shaoli Nandi, Sukumar Mondal, Sovan Samanta, Sambhu Charan Barman, Leo Mršić, Antonios Kalampakas, Tofigh Allahviranloo, 2025, original scientific article

Abstract: In network analysis, measuring centrality is essential for determining the relative importance of each vertex with in a network. Avertex with higher centrality signifies greater importance compared to others. To facilitate theoretical studies, networks are commonly modelled using graphs. Deoxyribonucleic Acid (DNA) molecules, some scheduling problems, and food webs have a common linear structure that can be modelled as interval graphs. We explore this matterwithin the framework of calculating vertex eccentricities to ascertain the comparative importance of nodes within thenetwork structure. Eccentricity centrality plays an important role in identifying significant vertices in social networks,facility location networks, etc. In this paper, we compute the eccentricity centrality of the comb product between awell-known graph and an interval graph, and we design twoO(n)time algorithms—one for finding the eccentricity ofall vertices of the interval graph and another for making a Breadth-First Search (BFS) tree of interval graph. We also compute the eccentricity centrality of the comb product between two interval graphs using these algorithms. We also analyse the time complexity of the proposed algorithms. Finally, we present a real application involving in finding acentral warehouse in a warehouse network of an online product-selling company based on our study results.
Keywords: eccentricity centrality, comb product of two graphs, interval graphs
Published in DiRROS: 30.12.2025; Views: 735; Downloads: 271
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4.
Fixed cost allocation with a minimum distance to fair allocation in Fuzzy Data Envelopment Analysis
Elahe Sarfi, Esmat Noroozi, Farhad Hosseinzadeh Lotfi, Mohammadreza Shahriari, Tofigh Allahviranloo, Sovan Samanta, Leo Mršić, 2025, original scientific article

Abstract: Resource allocation in Data Envelopment Analysis (DEA) has been extensively studied, yet most works focus on redistributing available resources rather than allocating unavoidable fixed costs among decision-making units (DMUs). This study addresses the important problem of fixed cost allocation, aiming to ensure that inefficient DMUs can become efficient while keeping allocations as fair as possible, thereby providing a practical decision-making tool in real-world contexts such as banking and manufacturing. We propose a new linear DEA-based model that allocates fixed costs so as to transform an inefficient DMU into an efficient one, with the objective of minimizing the deviation from fair allocation. The model is then generalized to a fuzzy environment by incorporating triangular fuzzy numbers for inputs, outputs, and costs, and validated using benchmark datasets from Cook and Kress and Wang et al. The results demonstrate that the proposed models can successfully enhance the efficiency of targeted DMUs while producing allocations close to fairness, and the fuzzy extension proves robust in handling imprecise data. The key novelties of this research are (i) introducing a linear efficiency-improving allocation model with minimum distance to fairness, (ii) extending the allocation problem to fuzzy DEA by considering fuzzy costs alongside fuzzy inputs and outputs, and (iii) showing that this integrated framework has not been addressed before in the literature, thereby offering a novel, practical, and equitable approach for fixed cost allocation in DEA.
Keywords: data envelopment analysis, efficiency, allocation, fair allocation, triangular fuzzy number
Published in DiRROS: 30.12.2025; Views: 770; Downloads: 249
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5.
Signed Quantum Graphs : a dynamical system
Sovan Samanta, Tofigh Allahviranloo, Alireza Amirteimoori, Mohammad Hassan Behzadi, Leo Mršić, 2025, original scientific article

Abstract: Traditional Graphs, such as weighted graphs, or fuzzy graphs have static edge weights or membership values.These graphs have been widely used to model various complex systems, but they typically do not incorporate dynamicinteractions found in evolving systems like brain networks. Temporal graphs are data-based algorithmic time-dependentstructures. There is no such structure to represent the dynamic interactions of networks. Quantum graphs are structuredgraphs based on the dynamic behaviors of vertices and links. This study introduces Signed Quantum Graphs (SQGs) withtime-dependent signs that represent dynamical systems. The properties of SQGs have been investigated. Additionally,concepts and properties of triadic closure, balance, domination, and strength of a SQG have been studied. The area ofapplications in brain networks has been mentioned. We propose a dynamic signed graph framework, where edge signsevolve periodically using functions. Structural properties and convergence results are provided.
Keywords: signed graphs, quantum graphs, dynamical networks, temporal graphs
Published in DiRROS: 21.11.2025; Views: 501; Downloads: 315
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6.
Nature set : qualitative and quantitative representation of elements
Sovan Samanta, Kousik Das, Vivek Kumar Dubey, Leo Mršić, Antonios Kalampakas, 2025, original scientific article

Abstract: Classical sets are characterized by ‘well-defined’ objects or elements, but this property is relative and linguistic.Classical sets, like the set of natural numbers, are primarily used for counting and measuring quantitative data. However,the literature does not address the differences in the representation of cardinalities between infinite sets and their infinitesubsets. This study investigates the cardinalities of infinite sets and their finite versions (cut cardinalities) within thefiniteapproximation ofthe real number system. Traditional fuzzy sets measure only belongingness or membership values, thuscapturing qualitative data. In the second part, this study introduces nature sets, which describe both the quantitative andqualitative aspects of elements. Quality measurement is provided by various techniques. Several properties of nature setsare examined, and potential applications are highlighted.
Keywords: nature set, qualitative property, quantitative property, cut cardinality
Published in DiRROS: 04.11.2025; Views: 462; Downloads: 330
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7.
A multi layered encryption framework using intuitionistic fuzzy graphs and graph theoretic domination for secure communication networks
Annamalai Meenakshi, S. Dhanushiya, Leo Mršić, Antonios Kalampakas, Sovan Samanta, 2025, original scientific article

Abstract: Secure communication is essential in today’s rapidly evolving digital environment, and strong encryption methods are required to protect private data from unwanted access. The aim of this study is to strengthen the security and complexity of encrypted communications by adopting a new form of cryptographic encryption technique based on the principles of an intuitionistic fuzzy graph. Key graphtheoretic measures, such as domination number, vertex categorization (alpha-strong, beta-strong, and gamma-strong), vertex order coloring, and chromatic number, play important roles in this process. Domination number finds the key vertices of the network, while vertex strength categorization and fuzzy graph coloring provide multiple encryption layers, hence the encoded message is highly resistant to decryption unless a proper key is used. The chromatic number offers further security through various patterns of vertex coloring. The comparative analysis shows the proposed approach to be superior compared to RSA, AES, ECC, and Blowfish due to its increased security, computational efficiency, and resilience to attacks. This framework can be applied to the protection of banking PINs, military access codes, government identification numbers, cryptographic keys, and medical records, so it is an extremely versatile solution for protecting sensitive data. This multi-step approach to encryption through the proposed technique ensures safe transfer and efficient encoding as it establishes a complicated framework.
Keywords: Graph network, Vertex order coloring, α−strong vertex, β−strong vertex, γ–strong vertex, Domination number
Published in DiRROS: 09.09.2025; Views: 636; Downloads: 310
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8.
Enhancing the reliability and accuracy of wireless sensor networks using a deep learning and blockchain approach with DV‑HOP algorithm for DDoS mitigation and node localization
Bhupinder Kaur, Deepak Prashar, Leo Mršić, Ahmad Almogren, Ateeq Ur Rehman, Ayman Altameem, Seada Hussen, 2025, original scientific article

Abstract: Wireless sensor networks (WSNs) are subject to distributed denial-of-service (DDoS) attacks that impact data dependability, mobility of nodes, and energy drain. The remedy to these challenges in this work is a solution based on deep learning integrated with a blockchain-aided distance-vector hop (DV-HOP) localization algorithm for reliable and secure node localization. Incorporating a blockchain ledger makes the network more trustworthy as it verifies usual and unusual system activities, whereas the DV-HOP algorithm mitigates localization inaccuracies and enhances node placement. The system is evaluated according to different performance measures like localization error, accuracy ratio, average localization error (ALE), probability of location, false positive rate (FPR), false negative rate (FNR), energy utilization, network stability, node failure rate, node recovery rate, and malicious node detection rate. Experimental results reveal improved security, accuracy, and efficiency with 17% FPR and 15% FNR, outperforming the conventional methods. This model enhances WSN performance in different environments via precise data transmission from the source to the destination. The results confirm that integrating deep learning with blockchain and DV-HOP increases network robustness, thus making WSNs more secure against security attacks while reducing energy consumption and localization accuracy. The proposed model presents a strong solution for real-world applications in wireless network environments.
Keywords: wireless network devices, DV-HOP algorithm, blockchain ledger, reliable network devices, deep learning
Published in DiRROS: 09.09.2025; Views: 590; Downloads: 323
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9.
10.
N-Beats architecture for explainable forecasting of multi-dimensional poultry data
Baljinder Kaur, Manik Rakhra, Nonita Sharma, Deepak Prashar, Leo Mršić, Arfat Ahmad Khan, Seifedine Kadry, 2025, original scientific article

Abstract: The agricultural economy heavily relies on poultry production, making accurate forecasting of poultry data crucial for optimizing revenue, streamlining resource utilization, and maximizing productivity. This research introduces a novel application of the N-BEATS architecture for multi-dimensional poultry data forecasting with enhanced interpretability through an integrated Explainable AI (XAI) framework. Leveraging its advanced capabilities in time series modeling, N-BEATS is applied to predict multiple facets of poultry disease diagnostics using a multivariate dataset comprising key environmental parameters. The methodology empowers decision-making in poultry farm management by providing transparent and interpretable forecasts. Experimental results demonstrate that N-BEATS outperforms conventional deep learning models, including LSTM, GRU, RNN, and CNN, across various error metrics, achieving MAE of 0.172, RMSE of 0.313, MSLE of 0.042, R-squared of 0.034, and RMSLE of 0.204. The positive R-squared value indicates the model’s robustness against underfitting and overfitting, surpassing the performance of other models with negative R-squared values. This study establishes N-BEATS as a superior and interpretable solution for complex, multi-dimensional forecasting challenges in poultry production, with significant implications for enhancing predictive analytics in agriculture.
Keywords: poultry, livestock, forecasting, epidemiology, humidity, veterinary diseases, polynomials
Published in DiRROS: 09.09.2025; Views: 553; Downloads: 277
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