# Nikolay Nepeivoda > Russian mathematician **Wikidata**: [Q4317284](https://www.wikidata.org/wiki/Q4317284) **Source**: https://4ort.xyz/entity/nikolay-nepeivoda ## Summary Nikolay Nepeivoda is a Russian mathematician and computer scientist recognized for his work in mathematical logic. Born in 1949, he is a Doctor of Sciences in Physics and Mathematics and an alumnus of Lomonosov Moscow State University. His career is distinguished by his academic lineage, having studied under Albert Dragalin and served as a doctoral student under the notable mathematician Andrei Markov. ## Biography * **Born:** June 17, 1949, in Shelayevo * **Nationality:** Russia * **Education:** Lomonosov Moscow State University (MSU Faculty of Mechanics and Mathematics) * **Known for:** Contributions to mathematical logic and computer science * **Field(s):** Mathematics, Computer Science * **Academic Lineage:** Student of Albert Dragalin; Doctoral student of Andrei Markov * **Academic Degree:** Doctor of Sciences in Physics and Mathematics ## Contributions Nikolay Nepeivoda has contributed significantly to the fields of mathematical logic and computer science. As a Doctor of Sciences in Physics and Mathematics, he holds the highest academic degree in the Russian system, indicating substantial contributions to scientific knowledge. His work is indexed by major scientific databases, including Scopus (Author ID 6506470557), zbMATH (author ID nepeivoda.nikolay-n), and the Mathematical Reviews (MR Author ID 195958). His academic development was shaped by prominent figures in Soviet mathematics. He was a student of Albert Dragalin, a logician known for his work on intuitionistic logic. Subsequently, Nepeivoda conducted his doctoral research under the supervision of Andrei Markov, a renowned mathematician famous for his work in constructive mathematics and logic. This lineage places Nepeivoda within a specific tradition of rigorous mathematical inquiry. Beyond research, he maintains a presence in the scientific community through various portals and identifiers, such as the All-Russian Mathematical Portal (ID 28672) and the Mathematics Genealogy Project (ID 168895). ## FAQs ### Q: What is Nikolay Nepeivoda's primary field of work? A: His primary field of work is mathematical logic, though he is also classified as a computer scientist. ### Q: Who were Nikolay Nepeivoda's academic advisors? A: He studied under Albert Dragalin and completed his doctorate under the supervision of Andrei Markov. ### Q: Where was Nikolay Nepeivoda educated? A: He was educated at the MSU Faculty of Mechanics and Mathematics at Lomonosov Moscow State University. ### Q: What is his academic standing? A: He holds the academic degree of Doctor of Sciences in Physics and Mathematics. ## Why They Matter Nikolay Nepeivoda represents a critical link in the chain of Russian mathematical thought, particularly within the specialized domain of mathematical logic. His association with Andrei Markov connects him to the Constructivist school of mathematics, a movement that has had profound implications for theoretical computer science and the foundations of mathematics. By bridging the gap between pure mathematics and computer science—as indicated by his classifications in both fields—Nepeivoda exemplifies the interdisciplinary nature of logic and computation. His work helps maintain the rigorous standards of mathematical formalism established by his predecessors. His presence in international databases like Scopus and zbMATH ensures that his specific contributions to logic remain accessible to the global scientific community, preserving the legacy of the Moscow school of mathematics for future researchers. ## Notable For * **Holding a Doctor of Sciences:** Achieved the highest post-doctoral degree in the Russian academic system (Doctor of Sciences in Physics and Mathematics). * **Academic Lineage:** Directly connected to two major figures in logic and mathematics: Andrei Markov (doctoral advisor) and Albert Dragalin (teacher). * **Dual Classification:** Recognized formally as both a mathematician and a computer scientist. * **MSU Alumnus:** Graduated from the prestigious Faculty of Mechanics and Mathematics at Lomonosov Moscow State University. * **International Recognition:** Research profile is maintained across multiple global academic platforms, including Scopus, zbMATH, and the Mathematics Genealogy Project. ## Body ### Early Life and Education Nikolay Nepeivoda was born on June 17, 1949, in Shelayevo. He pursued higher education at the Faculty of Mechanics and Mathematics at Lomonosov Moscow State University (MSU), one of Russia's leading institutions for mathematical study. During his academic formation, he studied under Albert Dragalin. He later achieved his Doctor of Sciences in Physics and Mathematics. ### Academic Career and Research Nepeivoda's professional identity is centered on two interconnected disciplines: mathematics and computer science. His specific field of work is **mathematical logic**. He is listed as a doctoral student of **Andrei Markov** (specifically Andrei Andreevich Markov Jr.), a prominent Soviet mathematician known for his work in recursive function theory and constructive mathematics. This association suggests Nepeivoda's work likely engages with the foundations of algorithms and computability, areas where mathematical logic and computer science overlap heavily. ### Digital Presence and Identifiers Nepeivoda maintains a digital footprint across various academic and social platforms, facilitating the tracking of his work: * **Social Media:** He has a presence on Facebook (nepejvodann) and LiveJournal (nepejvoda-n-n). * **Academic Databases:** His works are cataloged under: * Scopus Author ID: 6506470557 * zbMATH Author ID: nepeivoda.nikolay-n * MR Author ID: 195958 * Mathematics Genealogy Project ID: 168895 * All Russian Mathematical Portal ID: 28672 ### Personal Data He is a male citizen of Russia. His name is transliterated in various ways, including Nikolai Nikolaevich Nepeivoda, and he is also known by the Cyrillic spelling Николай Непейвода. An image of him from November 24, 2014, is archived on Wikimedia Commons. ## References 1. Mathematics Genealogy Project