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    Area of Science:

    • Computer Science
    • Electrical Engineering
    • Computational Mathematics

    Background:

    • Numerical inversion is a fundamental computational task across various scientific and engineering disciplines.
    • Current methods for numerical inversion can be computationally intensive, limiting real-time applications.
    • Digital memcomputing machines (DMMs) offer a novel paradigm for hardware acceleration of complex computations.

    Purpose of the Study:

    • To propose and demonstrate a hardware-based numerical inversion method using digital memcomputing machines (DMMs) implemented with self-organizing logic gates (SOLGs).
    • To generalize the method from scalar inversion to solving linear systems and matrix inversion.
    • To analyze the scalability and precision of the proposed method for real-time computing applications.

    Main Methods:

    • Implementation of numerical inversion using digital memcomputing machines (DMMs) based on self-organizing logic gates (SOLGs).
    • Development of algorithms for fixed-point scalar inversion, generalized to linear systems and matrix inversion.
    • Simulation of a 5-bit logic circuit using SOLGs to perform scalar inversion.

    Main Results:

    • Successful simulation of scalar numerical inversion using a 5-bit SOLG-based circuit.
    • Demonstration that the method can be extended to solve linear systems and matrix inversion.
    • Proof that achieving n-bit precision requires extending the circuit by at most n bits, indicating efficient scalability.

    Conclusions:

    • The proposed DMM-based numerical inversion method offers a single-step computational solution implementable in hardware.
    • The method is scalable with precision, making it suitable for real-time computing applications.
    • This approach represents a significant advancement for accelerating numerical computations in hardware.