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"id": "https://doi.org/10.5281/zenodo.3669392",
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"name": "Shestopaloff Yuri, K.",
"nameType": "Personal",
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"familyName": "Shestopaloff Yuri",
"affiliation": [],
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"titles": [
{
"title": "Proof of Fermat Last Theorem based on successive presentations of pairs of odd numbers"
}
],
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"name": "Zenodo"
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"container": {},
"subjects": [
{
"subject": "Diophantine equations; integer numbers; presentation levels; presentation factor of 2^r"
}
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"dates": [
{
"date": "2020-02-17",
"dateType": "Issued"
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"publicationYear": 2020,
"language": "en",
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"description": "A simpler proof of Fermat Last Theorem (FLT), formulated by Fermat in 1637, is suggested. The initial equation x^n + y^n = z^n is considered not in natural, but in integer numbers. It is subdivided into four equations based on parity of terms and their powers. Cases 1, 3 and 4 converge to case 2, which is studied using presentation of pairs of odd numbers with a successively increasing presentation factor of 2^r. The proposed methods and ideas can be used for studying other problems in number theory.",
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