TR
EN
A Mathematical Model Proposal for The Optimal Distribution of Traffic Units to Locations: CRITIC-Based Curve Estimations (CBCE)
Öz
The presence of traffic enforcement units is widely recognized as a critical factor in reducing traffic accidents. Therefore, the optimal allocation of these units holds substantial importance for ensuring the efficient use of resources, minimizing accident rates, and enhancing overall road safety. In this study, a mathematical method called the CRITIC-Based Curve Estimation (CBCE) approach is proposed to achieve the optimal distribution of traffic units across regions. To ensure the applicability of the proposed model, the factors influencing traffic accidents (independent variables) were identified based on both expert opinions and an extensive review of the relevant literature. The numerical data representing regional traffic characteristics were constructed using hypothetical samples. Quantitative values for these factors were assigned for two regions, and a decision matrix was developed accordingly. The weights of the identified factors were calculated using the CRITIC method, while their effects on traffic accidents were analyzed through the Curve Estimation technique. As a result of these analyses, optimal allocation ratios for traffic enforcement units across regions were determined. Empirical findings indicate that the proposed method yields ideal results in sensitivity analyses, demonstrates stability and reliability in comparative evaluations, and produces robust and consistent outputs in simulation-based tests. The proposed approach is expected to provide valuable insights for both the public and private sectors in developing effective traffic management and safety strategies.
Anahtar Kelimeler
Kaynakça
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Ayrıntılar
Birincil Dil
İngilizce
Konular
Ulaşım ve Trafik
Bölüm
Araştırma Makalesi
Yazarlar
Yayımlanma Tarihi
18 Nisan 2026
Gönderilme Tarihi
6 Ocak 2025
Kabul Tarihi
7 Kasım 2025
Yayımlandığı Sayı
Yıl 2026 Sayı: 1
APA
Altıntaş, F. F. (2026). A Mathematical Model Proposal for The Optimal Distribution of Traffic Units to Locations: CRITIC-Based Curve Estimations (CBCE). Trafik ve Ulaşım Araştırmaları Dergisi, 1. https://doi.org/10.38002/tuad.1613281
AMA
1.Altıntaş FF. A Mathematical Model Proposal for The Optimal Distribution of Traffic Units to Locations: CRITIC-Based Curve Estimations (CBCE). TUAD. 2026;(1). doi:10.38002/tuad.1613281
Chicago
Altıntaş, Furkan Fahri. 2026. “A Mathematical Model Proposal for The Optimal Distribution of Traffic Units to Locations: CRITIC-Based Curve Estimations (CBCE)”. Trafik ve Ulaşım Araştırmaları Dergisi, sy 1. https://doi.org/10.38002/tuad.1613281.
EndNote
Altıntaş FF (01 Nisan 2026) A Mathematical Model Proposal for The Optimal Distribution of Traffic Units to Locations: CRITIC-Based Curve Estimations (CBCE). Trafik ve Ulaşım Araştırmaları Dergisi 1
IEEE
[1]F. F. Altıntaş, “A Mathematical Model Proposal for The Optimal Distribution of Traffic Units to Locations: CRITIC-Based Curve Estimations (CBCE)”, TUAD, sy 1, Nis. 2026, doi: 10.38002/tuad.1613281.
ISNAD
Altıntaş, Furkan Fahri. “A Mathematical Model Proposal for The Optimal Distribution of Traffic Units to Locations: CRITIC-Based Curve Estimations (CBCE)”. Trafik ve Ulaşım Araştırmaları Dergisi. 1 (01 Nisan 2026). https://doi.org/10.38002/tuad.1613281.
JAMA
1.Altıntaş FF. A Mathematical Model Proposal for The Optimal Distribution of Traffic Units to Locations: CRITIC-Based Curve Estimations (CBCE). TUAD. 2026. doi:10.38002/tuad.1613281.
MLA
Altıntaş, Furkan Fahri. “A Mathematical Model Proposal for The Optimal Distribution of Traffic Units to Locations: CRITIC-Based Curve Estimations (CBCE)”. Trafik ve Ulaşım Araştırmaları Dergisi, sy 1, Nisan 2026, doi:10.38002/tuad.1613281.
Vancouver
1.Furkan Fahri Altıntaş. A Mathematical Model Proposal for The Optimal Distribution of Traffic Units to Locations: CRITIC-Based Curve Estimations (CBCE). TUAD. 01 Nisan 2026;(1). doi:10.38002/tuad.1613281