Ariel developed and refined quantum algorithms for elliptic curve cryptography in the Classiq/classiq-library repository, focusing on Shor’s algorithm for the Elliptic Curve Discrete Logarithm Problem. Over three months, Ariel consolidated Jupyter notebooks and Python modules to deliver a reproducible execution pipeline, integrating modular arithmetic and quantum circuit synthesis using Python and Qiskit. The work included refactoring for clarity, improving numerical precision, and aligning documentation and tutorials to support both internal and client-facing use. By integrating Classiq Open Library functions and streamlining code, Ariel enhanced maintainability and reliability, demonstrating depth in quantum algorithm implementation and cryptographic workflow optimization.
December 2025 monthly summary focused on delivering business value through feature integration and codebase cleanup in Classiq/classiq-library. Key outcomes include library-backed ECC modular arithmetic in the ECDLP notebook, removal of redundant local modular_arithmetic.py, and a strategic commit enabling easier maintenance and future upgrades. This work improves reliability, reproducibility, and scalability of ECC computations in notebooks, reducing technical debt and supporting faster onboarding of cryptographic workloads.
December 2025 monthly summary focused on delivering business value through feature integration and codebase cleanup in Classiq/classiq-library. Key outcomes include library-backed ECC modular arithmetic in the ECDLP notebook, removal of redundant local modular_arithmetic.py, and a strategic commit enabling easier maintenance and future upgrades. This work improves reliability, reproducibility, and scalability of ECC computations in notebooks, reducing technical debt and supporting faster onboarding of cryptographic workloads.
Month 2025-08 focused on stabilizing and clarifying the ECDLP workflow in Classiq's library, delivering code clarity, numerical robustness, and enhanced tutorials. Key outcomes include renaming the main ECDLP function to shor_ecdlp and aligning post-processing with existing notebook references; updated documentation to improve consistency in demonstrating Shor's algorithm for ECDLP. Numerical precision improvements were applied to elliptic curve point operations, modular arithmetic generalization, and optimization of quantum circuit definitions, with reliable data points and links to quantum programs. The ECDLP implementation was refactored with updated tests and coverage to match the new structure, improving reliability and maintainability. Notebook and tutorial enhancements include visuals, updated execution results display, and additional references to aid user understanding of ECDLP concepts and quantum circuit design.
Month 2025-08 focused on stabilizing and clarifying the ECDLP workflow in Classiq's library, delivering code clarity, numerical robustness, and enhanced tutorials. Key outcomes include renaming the main ECDLP function to shor_ecdlp and aligning post-processing with existing notebook references; updated documentation to improve consistency in demonstrating Shor's algorithm for ECDLP. Numerical precision improvements were applied to elliptic curve point operations, modular arithmetic generalization, and optimization of quantum circuit definitions, with reliable data points and links to quantum programs. The ECDLP implementation was refactored with updated tests and coverage to match the new structure, improving reliability and maintainability. Notebook and tutorial enhancements include visuals, updated execution results display, and additional references to aid user understanding of ECDLP concepts and quantum circuit design.
July 2025 monthly summary for Classiq/classiq-library focusing on the ECDLP Notebook and Quantum Algorithm Implementation. Delivered a consolidated Jupyter notebook with Python modules describing Shor’s algorithm for Elliptic Curve Discrete Logarithm Problem (ECDLP), including mathematical foundations, quantum circuit implementations for modular arithmetic and elliptic-curve operations, and a full execution pipeline with verification against classical methods. Ongoing refinements to explanations, complexity discussions, and testing
July 2025 monthly summary for Classiq/classiq-library focusing on the ECDLP Notebook and Quantum Algorithm Implementation. Delivered a consolidated Jupyter notebook with Python modules describing Shor’s algorithm for Elliptic Curve Discrete Logarithm Problem (ECDLP), including mathematical foundations, quantum circuit implementations for modular arithmetic and elliptic-curve operations, and a full execution pipeline with verification against classical methods. Ongoing refinements to explanations, complexity discussions, and testing
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