An Alternative Approach for Sustainable Management of Historic Urban Landscapes Through ANT via Algorithms: The Case of Bey’s Complex Palace in Constantine, Algeria
Abstract
1. Introduction
2. Literature Review
2.1. ANT’s Historical Background
2.2. ANT View of the Urban Landscape
2.3. The Spatial Agency Component
2.3.1. The Actor/Actant as an Agency
2.3.2. Actor Network as Agencies
2.4. Previous Studies: ANT Application in Historical Urban Landscapes
2.5. Mapping Controversies and Graph-Theoretic Algorithms as Practical Tools for the ANT Translation Process
3. Materials and Methods
3.1. Criteria for Selecting the Case Study
3.2. Data Collection Steps, Sampling and Sources
3.3. Procedural Workflow Process of the Proposed Method
4. Case Study Analysis
4.1. Architectural Features of Bey’s Palace Complex
4.2. Architectural Aesthetics and Functionality of Bey’s Palace
4.3. Courtyards Nodes of Social and Environmental Interaction
4.4. Materials and Traditional Crafts
4.5. Adaptive Reuse in Postcolonial Algeria
5. Results and Discussion
5.1. Results of the First Stage
5.2. Results of the Second Stage
5.3. Results of the Third Stage
5.3.1. First Step Results
5.3.2. The Second Step Results
5.4. The Integration and Discussion of These Results with Those of Previous Studies
5.5. Research Generalizability and Limitations
5.6. Research Study Implications
5.7. Recommendations for Future Research
6. Conclusions
Author Contributions
Funding
Institutional Review Board Statement
Data Availability Statement
Acknowledgments
Conflicts of Interest
References
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| A. ANT translation moments, roles, and related computational tasks | ||
| ANT Moment/Concept | Role of ANT Process/Concept | Related Algorithms and Computational Tasks |
| Problematization | Defines the research problem, identifies contentious issues, candidate actors/actants and the scope of the controversy [7]. | Natural-language processing (NLP): tokenization, TF–IDF weighting, and entity extraction [46]. |
| Interessement | Creates alignments and stabilizes relationships by enrolling allies, framing issues, and negotiating roles [7,8]. | Association-strength normalization and co-occurrence mapping [47]. |
| Enrollment | Organizes and consolidates roles, leading to the formation of cohesive groups or assemblies of actors [7]. | Graph Layout Algorithms using Force-directed algorithms based on the LinLog Layout algorithm [48]. |
| Mobilization | Stage where enrolled actors act collectively to implement decisions, solidify alliances, and produce material changes or coordinated outcomes [14]. | Community detection algorithm based on Louvain Modularity Algorithm [49]. |
| Boundary Objects/Mediators | Act as interfaces that enable translation and coordination across heterogeneous actor groups [50,51]. | Fractional counting [52] and intercluster linkage computation based on computational analysis via co-occurrence analysis algorithm [44]. |
| Spokespersons/Focal actors/Obligatory passage point (OPP) | Actors or entities that represent, speak for [7] or coordinate the interests of a group within the network [8]. | Centrality analysis (eigenvector/betweenness) and total link strength measures [36]. |
| B. Functions of algorithms and related tasks in network analysis tools | ||
| Algorithms and Computational Tasks | Function of Algorithms/Computational Analysis | Related Tasks in Network Analysis Tools (VOSviewer/RAWGraphs) |
| Natural language processing algorithms NLP (TF–IDF) [46]. | Extracts and weighs textual terms representing actors and concepts [47]. | Preprocessing using VOSviewer input (text-mining module) [46]. |
| Association Strength Normalization algorithm [47]. | Computes relational proximity between terms to reveal associative structures [47,53]. | “Association strength normalization” option in VOSviewer [52]. |
| Force-Directed (LinLog) Layout algorithm | Displays network geometry through attraction and repulsion forces [48]. | “LinLog/Force Layout” parameter in VOSviewer or RAWGraphs [53]. |
| Louvain Modularity algorithm | Detects cohesive clusters/communities based on modularity Q [49]. | “Cluster Detection” tool through Modularity normalization in VOSviewer software which report modularity Q and number of clusters [53]. |
| Fractional Counting | Allocates partial co-occurrence weight to each document contributor [52]. | “Counting Method via Fractional” option in VOSviewer [53]. |
| Centrality Measures algorithms (Eigenvector/Betweenness) | Identifies influential/bridging actors controlling information flow [35,54]. | Exploitation of computational analysis results from VOSviewer software and Regression analysis in RAWGraphs tool [55]. |
| Computational analysis via co-occurrence analysis algorithm. | This algorithmic task identifies actors with a high number of joint occurrences with other actors in the network [46]. This indicates their influence on other well-connected actors within the network. | “Actors Details through co-occurrence analysis” field in VOSviewer and graph visualization in RAWGraphs tool [55]. |
| C. Algorithm mathematical formulas and mechanism descriptions | ||
| Related Algorithms and Computational Tasks | Mathematical Formula | Description of Mechanism |
| Term Extraction/TF–IDF (NLP) | According to Erkan [56]. | Calculates how important a term/item i is in document j within the corpus N, weighting frequency by inverse document frequency to identify key actors [56]. |
| Association Strength Normalization | According to van Eck and Waltman [47]. | Normalizes co-occurrence counts by marginal frequencies to measure relative association strength between actors i and j [47]. |
| Force-Directed (LinLog) Layout | according to Noack [57]. | Minimizes energy E to position nodes; attraction ∝ link weight w and repulsion ∝ distance d, forming visual clusters [57]. |
| Louvain Modularity algorithm | According to Blondel et al. [58] | Maximizes modularity Q to partition the network into communities with dense internal links and sparse external links [58]. |
| Fractional Counting algorithm | According to Perianes-Rodriguez et al. [52] | Assigns fractional co-occurrence weight to balance contributions from multiterm documents, reducing bias from prolific items [52]. |
| Eigenvector Centrality algorithm | According to Bihari and Pandia [54] Ax = λx | Computes node influence as proportional to the sum of neighbor influences; high-value nodes connect to other high-value nodes [54]. |
| Co-occurrence analysis algorithm | According to Van Eck and Waltman [46] | Computational tasks based on co-occurrence frequency calculation between all items appearing together, this allows to identify bridging or mediating actors [46]. |
| Total Link Strength (TLS) analysis algorithm. | Aggregates all link weights connected to node i, quantifying its overall connectivity and stability in the network. | |
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Bakour, F.; Chougui, A. An Alternative Approach for Sustainable Management of Historic Urban Landscapes Through ANT via Algorithms: The Case of Bey’s Complex Palace in Constantine, Algeria. Sustainability 2025, 17, 9857. https://doi.org/10.3390/su17219857
Bakour F, Chougui A. An Alternative Approach for Sustainable Management of Historic Urban Landscapes Through ANT via Algorithms: The Case of Bey’s Complex Palace in Constantine, Algeria. Sustainability. 2025; 17(21):9857. https://doi.org/10.3390/su17219857
Chicago/Turabian StyleBakour, Fatah, and Ali Chougui. 2025. "An Alternative Approach for Sustainable Management of Historic Urban Landscapes Through ANT via Algorithms: The Case of Bey’s Complex Palace in Constantine, Algeria" Sustainability 17, no. 21: 9857. https://doi.org/10.3390/su17219857
APA StyleBakour, F., & Chougui, A. (2025). An Alternative Approach for Sustainable Management of Historic Urban Landscapes Through ANT via Algorithms: The Case of Bey’s Complex Palace in Constantine, Algeria. Sustainability, 17(21), 9857. https://doi.org/10.3390/su17219857

