This chapter explores the conceptual basis for a novel quantum computing hardware architecture based on the Quaternary Interpretation of Quantum Dynamics (QIQD). QIQD seeks to manipulate and compute with the inherent properties of quantum objects, enabling the creation and manipulation of new properties. The proposed hardware consists of three main categories: (1) Generators, including Pure Atom Rings (PARs), Pure Property Chips (PPCs), Pure Property Quantum Dots (PPQDs), and Mixed Atom Rings (MARs), each designed to generate specific dynamics at different meta-layers (M1, M2, M3); (2) Property Storage Units, such as qibits and STEG-Fabric, which store individual or “seed” properties; and (3) Gates, including PP-Adders, PP/PAR-Adders, PP/PAR-Subtracters, and Magnify Gates, which manipulate and combine properties. This chapter focuses on the generators and property storage units, providing an examination of their theoretical functionalities and potential implementations. By combining these elements, QIQD aims to construct algorithms that operate directly on the properties of quantum objects, opening new avenues for quantum computation.

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Envisioning Generators and Qibits

  • Pravir Malik

摘要

This chapter explores the conceptual basis for a novel quantum computing hardware architecture based on the Quaternary Interpretation of Quantum Dynamics (QIQD). QIQD seeks to manipulate and compute with the inherent properties of quantum objects, enabling the creation and manipulation of new properties. The proposed hardware consists of three main categories: (1) Generators, including Pure Atom Rings (PARs), Pure Property Chips (PPCs), Pure Property Quantum Dots (PPQDs), and Mixed Atom Rings (MARs), each designed to generate specific dynamics at different meta-layers (M1, M2, M3); (2) Property Storage Units, such as qibits and STEG-Fabric, which store individual or “seed” properties; and (3) Gates, including PP-Adders, PP/PAR-Adders, PP/PAR-Subtracters, and Magnify Gates, which manipulate and combine properties. This chapter focuses on the generators and property storage units, providing an examination of their theoretical functionalities and potential implementations. By combining these elements, QIQD aims to construct algorithms that operate directly on the properties of quantum objects, opening new avenues for quantum computation.