William J. Buchanan

collaborators

4 papers

quant-ph2025

Quantum Agents

Eldar Sultanow, Madjid Tehrani, Siddhant Dutta +2

This paper explores the intersection of quantum computing and agentic AI by examining how quantum technologies can enhance the capabilities of autonomous agents, and, conversely, h…

cs.CR2025

LLM vs. SAST: A Technical Analysis on Detecting Coding Bugs of GPT4-Advanced Data Analysis

Madjid G. Tehrani, Eldar Sultanow, William J. Buchanan +2

Large language models (LLMs) are increasingly used for code understanding, yet their practical effectiveness for vulnerability detection relative to Static Application Security Tes…

quant-ph2024

Quantum Error Propagation

Eldar Sultanow, Fation Selimllari, Siddhant Dutta +3

Data poisoning attacks on machine learning models aim to manipulate the data used for model training such that the trained model behaves in the attacker's favour. In classical mode…

math.NT2024

On families of elliptic curves $E_{p, q} : y^{2} = x^{3} - pq x$ that intersect the same line $L_{a, b} : y = \frac{a}{b} x$ of rational slope

Eldar Sultanow, Anja Jeschke, Amir Darwish Tfiha +2

Let $p$ and $q$ be two distinct odd primes, $p < q$ and $E_{p, q} : y^{2} = x^{3} - pq x$ be an elliptic curve. Fix a line $L_{a . b} : y = \frac{a}{b} x$ where $a \in Z, b \in N$ and $(…

Quantum Agents

LLM vs. SAST: A Technical Analysis on Detecting Coding Bugs of GPT4-Advanced Data Analysis

Quantum Error Propagation

On families of elliptic curves Ep,q​:y2=x3−pqx that intersect the same line La,b​:y=ba​x of rational slope

On families of elliptic curves $E_{p, q} : y^{2} = x^{3} - pq x$ that intersect the same line $L_{a, b} : y = \frac{a}{b} x$ of rational slope