{"authors":[{"id":"6cf1dc59-c561-416b-942c-8069d9ec81c9","name":"Joseph Fuzaylov","orcid":"0009-0001-1271-6247","role":[],"nodesUserId":58218}],"components":[{"id":"root","name":"root","payload":{"cid":"bafybeicqbo4eremdglusartrb4t2wjxgzbamsop3vmodjywq4wwymenaiy","path":"root"},"type":{".pdf":"pdf"}},{"id":"657fc87c-6376-418c-9e8d-0582b20a0c4d","name":"pierredefermat.pdf","type":"pdf","payload":{"cid":"bafkreid2tstj43vp2qivuwdorgsrfaf5kt4rigswobiwe5vzv4j5e3yc44","path":"root/pierredefermat.pdf","title":"Manuscript"},"starred":true,"subtype":"manuscript"}],"defaultLicense":"CC BY","researchFields":["History of Mathematics in Education and Research","number theory","math","number theory "],"title":"Fermat Last Theorem Forever","version":"desci-nodes-0.2.0","description":"Fermat's Last Theorem tells us that for ( n > 2 ), there are no positive integers ( a, b, c ) such that: a^n + b^n = c^n. This paper proposes an alternative perceptive to the equation.","references":[],"keywords":["fermat s last theorem","mathematics","discrete mathematics","combinatorics"]}