Moscow, Russia

Dmitry Nadezhin

This inventor holds 1 USPTO granted patent. Top assignee: Oracle International Corporation. Active years: 2019.


% Patents Active = 100.0

Average Co-Inventor Count = 3.0

ph-index = 1


Company Filing History:


Years Active: 2019

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1 patent (USPTO):Explore Patents

Title: Dmitry Nadezhin: Innovator in Arithmetic Operations

Introduction

Dmitry Nadezhin is a notable inventor based in Moscow, Russia. He has made significant contributions to the field of arithmetic operations through his innovative patent. His work focuses on enhancing the efficiency of division and square-root implementations.

Latest Patents

Dmitry holds a patent for "Methods for constructing lookup tables for division and square-root implementations." This patent describes control circuitry that is coupled to a multiply unit. The circuitry includes multiple stages, each configured to perform specific arithmetic functions. It retrieves entries from a lookup table based on a portion of a binary representation of an input operand. The invention also incorporates an error function evaluated based on a lookup value, ensuring that the error remains within a predetermined range. Furthermore, the control circuitry determines an initial approximation for iterative arithmetic operations, enhancing computational efficiency.

Career Highlights

Dmitry Nadezhin is currently employed at Oracle International Corporation, where he continues to innovate in the field of technology. His work at Oracle has allowed him to apply his expertise in arithmetic operations to real-world applications, contributing to the company's advancements in computing technology.

Collaborations

Dmitry has collaborated with notable colleagues, including Josephus Ebergen and Christopher Hans Olson. These collaborations have fostered an environment of innovation and creativity, leading to advancements in their respective fields.

Conclusion

Dmitry Nadezhin's contributions to arithmetic operations through his patent demonstrate his innovative spirit and technical expertise. His work continues to influence the field, showcasing the importance of advancements in computational methods.

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