List of publications on a keyword: «Великая теорема Ферма»


Естественные науки (физические и химические науки)

Publication date: 30.01.2024
Evaluate the material Average score: 0 (Всего: 0)
Marat A. Avdyev , postgraduate student , head
“Siberian Center for Mediation” Union , Ханты-Мансийский Автономный округ - Югра АО

«Fermat's Last Theorem and ABC-Conjecture in the School of the XXI Century»

Download an article

In 1637, Pierre de Fermat wrote at the margins of Diophantus’ Arithmetica that he had found a truly wonderful proof of the insolvability of the Diophantine equation a^n + b^n = c^n, where n > 2, but the narrow margins of the books did not allow him to give the full proof. Is there a short and easy way to prove Fermat's Last Theorem? The following ABC conjecture states that for three co-prime numbers A, B, and C which satisfy A + B = C, the product of the prime factors of ABC is usually not much less than C. Both theorems are formulated very simply, but are extremely difficult to prove. Hundreds of pages have been spent by eminent mathematicians of Western world searching for proofs, and the search for proofs continues. The author found new methods of proof that are generally understandable, even to schoolchildren on the basis of a synthesis of several sciences, including physics. Number theory plays an interesting role in pedagogy.

Publication date: 30.01.2024
Evaluate the material Average score: 0 (Всего: 0)
Marat A. Avdyev , postgraduate student , head
“Siberian Center for Mediation” Union , Ханты-Мансийский Автономный округ - Югра АО

«Fermat's Last Theorem and ABC-Conjecture in the School of the XXI Century»

Download an article

In 1637, Pierre de Fermat wrote at the margins of Diophantus’ Arithmetica that he had found a truly wonderful proof of the insolvability of the Diophantine equation a^n + b^n = c^n, where n > 2, but the narrow margins of the books did not allow him to give the full proof. Is there a short and easy way to prove Fermat's Last Theorem? The following ABC conjecture states that for three co-prime numbers A, B, and C which satisfy A + B = C, the product of the prime factors of ABC is usually not much less than C. Both theorems are formulated very simply, but are extremely difficult to prove. Hundreds of pages have been spent by eminent mathematicians of Western world searching for proofs, and the search for proofs continues. The author found new methods of proof that are generally understandable, even to schoolchildren on the basis of a synthesis of several sciences, including physics. Number theory plays an interesting role in pedagogy.

Publication date: 30.01.2024
Evaluate the material Average score: 0 (Всего: 0)
Marat A. Avdyev , postgraduate student , head
“Siberian Center for Mediation” Union , Ханты-Мансийский Автономный округ - Югра АО

«Fermat's Last Theorem and ABC-Conjecture in the School of the XXI Century»

Download an article

In 1637, Pierre de Fermat wrote at the margins of Diophantus’ Arithmetica that he had found a truly wonderful proof of the insolvability of the Diophantine equation a^n + b^n = c^n, where n > 2, but the narrow margins of the books did not allow him to give the full proof. Is there a short and easy way to prove Fermat's Last Theorem? The following ABC conjecture states that for three co-prime numbers A, B, and C which satisfy A + B = C, the product of the prime factors of ABC is usually not much less than C. Both theorems are formulated very simply, but are extremely difficult to prove. Hundreds of pages have been spent by eminent mathematicians of Western world searching for proofs, and the search for proofs continues. The author found new methods of proof that are generally understandable, even to schoolchildren on the basis of a synthesis of several sciences, including physics. Number theory plays an interesting role in pedagogy.

Физика

Publication date: 26.05.2023
Evaluate the material Average score: 0 (Всего: 0)
Marat A. Avdyev , postgraduate student , head
“Siberian Center for Mediation” Union , Ханты-Мансийский Автономный округ - Югра АО

«Velikaia golovolomka, kak indikator suverenizatsii Rossiiskoi nauki»

Download an article

В статье рассматривается проблема изучения науки в России. В десятилетие науки и техники необходимо стимулировать интерес школьников и студентов к точным наукам. «Открытие по плечу каждому студенту и старшекласснику!» – именно этот посыл стремится донести автор до любознательной молодежи и дерзких российских ученых. Там, где Американской науке потребовалось 140 стр. на поиск доказательства Великой теоремы Ферма, за что Эндрю Уайлсу присудили Абелевскую премию в 2016 году – Российской науке оказывается достаточно лишь полстраницы либо шести граней деревянного кубика для творческого развития ребёнка.

Физико-математические науки

Publication date: 26.05.2016
Evaluate the material Average score: 0 (Всего: 0)
Evgenii I. Seleznev
Maksim E. Zhmykhov
Anastasiia A. Babaskina
Southwest State University , Курская обл

«Арифметические идеи Леонарда Эйлера: истоки и наследие»

Download an article

В данной статье рассматривается математическое наследие знаменитого ученого Леонарда Эйлера. В частности, авторы обращаются к анализу некоторых арифметических работ ученого: обсуждаются истоки и последствия научных изысканий Леонарда Эйлера в области арифметики.