Naveed Riaz

Dr. Naveed Riaz


Research Focus & Metrics

Academic Career Length

9Years (2018-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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20 June 2023 in Applied Sciences
Verified
Journal Article
Open access
PDF file
FUFakhar Uddin
Fakhar Uddin
NRNaveed Riaz
Naveed Riaz
AMAbdul Manan
Abdul Manan
IMImran Mahmood
Imran Mahmood
Oh-young SongOh-young Song
Oh-young Song
AAAaqif Afzaal Abbasi
Aaqif Afzaal Abbasi
The travelling salesman problem (TSP) is perhaps the most researched problem in the field of Computer Science and Operations. It is a known NP-hard problem and has significant practical applications in a variety of areas, such as logistics, planning, and scheduling. Route optimisation not only improves the overall profitability of a logistic centre but also reduces greenhouse gas emissions by minimising the distance travelled. In this article, we propose a simple and improved heuristic algorithm named 2-Opt++, which solves symmetric TSP problems using an enhanced 2-Opt local search technique, to generate better results. As with 2-Opt, our proposed method can also be applied to the Vehicle Routing Problem (VRP), with minor modifications. We have compared our technique with six existing algorithms, namely ruin and recreate, nearest neighbour, genetic algorithm, simulated annealing, Tabu search, and ant colony optimisation. Furthermore, to allow for the complexity of larger TSP instances, we have used a graph compression/candidate list technique that helps in reducing the computational complexity and time. The comprehensive empirical evaluation carried out for this research work shows the efficacy of the 2-Opt++ algorithm as it outperforms the other well-known algorithms in terms of the error margin, execution time, and time of convergence.

15 January 2018 in Sensor Review
Verified
Journal Article
Closed access
NRNaveed Riaz
Naveed Riaz
ARAyesha Riaz
Ayesha Riaz
SASajid Ali
Sajid Ali
Purpose: The security of the stored biometric template is itself a challenge. Feature transformation techniques and biometric cryptosystems are used to address the concerns and improve the general acceptance of biometrics. The purpose of this paper is to provide an overview of different techniques and processes for securing the biometric templates. Furthermore, the paper explores current research trends in this area. Design/methodology/approach: In this paper, the authors provide an overview and survey of different features transformation techniques and biometric cryptosystems. Findings: Feature transformation techniques and biometric cryptosystems provide reliable biometric security at a high level. There are many techniques that provide provable security with practical viable recognition rates. However, there remain several issues and challenges that are being faced during the deployment of these technologies. Originality/value: This paper provides an overview of currently used techniques for securing biometric templates and also outlines the related issues and challenges.

28 September 2025 in Discover Computing
Verified
Journal Article
Open access
PDF file
MNMahnoor Naseer
Mahnoor Naseer
STSundas Tariq
Sundas Tariq
NRNaveed Riaz
Naveed Riaz
NANaveed Ahmed
Naveed Ahmed
SFShah Fahd
Shah Fahd
SKSajid Ali Khan
Sajid Ali Khan
Lightweight cryptography was primarily inspired by the design criteria of symmetric cryptography. It plays a vital role in ensuring the security, privacy, and reliability of microelectronic devices without compromising the overall functionality and efficiency. However, the increasingly platform specific design requirements prompted the development of a standard lightweight algorithm. In 2017, NIST put forward security requirements for a standard lightweight scheme–security strength of at least 112 bits against known cryptanalysis attacks; mitigation against side channel and fault injection attacks; implementation efficiency. After three rounds of review, ASCON was crowned as the winner of the competition. Evaluating the individual components used in any cryptographic algorithm is an important step in the verification of security claims. A fundamental component used to ensure Shannon’s property of confusion in cryptographic primitives is an s-box. Hence, the quality of an s-box is a significant contributing factor in the security strength of a cipher. In this paper, we evaluate the s-boxes of \({\textbf {6}}\) NIST LWC competition finalists based on well-known cryptographic properties, and comment on how the results reflect upon NIST security requirements. Our findings have revealed that these s-boxes do not comply with the basic notions of avalanche, making it vulnerable to high-order sophisticated cryptanalysis.