MUMBAI, India, Feb. 6 -- Intellectual Property India has published a patent application (202511133427 A) filed by Dr. Ajay Singh Yadav; Dr. Radhika. M.; Dr. T. V. L. Narayana; Dr. Machhindranath M Dhane; Ms. Adithya G S; Dr. M. Dhanalakshmi; and Dr. R. Premanand, Modinagar, Uttar Pradesh, on Dec. 30, 2025, for 'quantum-enhanced system and method for accelerated polynomial factorization using hybrid classical-quantum computation.'
Inventor(s) include Dr. Ajay Singh Yadav; Dr. Radhika. M.; Dr. T. V. L. Narayana; Dr. Machhindranath M Dhane; Ms. Adithya G S; Dr. M. Dhanalakshmi; and Dr. R. Premanand.
The application for the patent was published on Feb. 6, under issue no. 06/2026.
According to the abstract released by the Intellectual Property India: "A quantum-enhanced system and method for accelerated polynomial factorization using a hybrid classical-quantum computational framework is disclosed. The invention receives polynomial expressions and performs classical preprocessing to normalize coefficients, analyze algebraic structure, and decompose the problem into quantum-suitable subcomponents. Polynomial parameters are encoded into quantum states and processed using quantum algorithms exploiting superposition, entanglement, amplitude amplification, and phase estimation to efficiently identify polynomial factors. Quantum measurement outputs are decoded and verified through classical symbolic computation to ensure correctness and reliability. The disclosed invention significantly reduces computational complexity for high-degree and multivariate polynomial factorization and is compatible with near-term quantum computing architectures, making it suitable for applications in cryptography, scientific computing, and advanced algebraic analysis."
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