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Fermat Theorem Combinatorics Proof
Hello everyone,
I did like to give a brief overview of Fermat's theorem and its proof. There are various methods to prove Fermat's theorem, but I found the combinatorial approach to be the most straightforward and easy to understand. I'd like to discuss Fermat's theorem and its proof using combinatorics.
References: Wikepedia
| Rev. | Lang. | By | When | Δ | Comment | |
|---|---|---|---|---|---|---|
| en42 |
|
Ashwanth.K | 2024-08-14 07:15:35 | 6 | Tiny change: ' \n\nThus, this comple' -> ' \n\nThis comple' | |
| en41 |
|
Ashwanth.K | 2024-08-14 07:15:05 | 110 | Tiny change: 'ime and $a$ is any i' -> 'ime and $a > 1$ is any i' | |
| en40 |
|
Ashwanth.K | 2024-08-14 07:10:21 | 47 | Tiny change: 'ons. \n\n<spoiler' -> 'ons. \n\n<spoiler' | |
| en39 |
|
Ashwanth.K | 2024-08-14 00:55:29 | 258 | ||
| en38 |
|
Ashwanth.K | 2024-08-14 00:51:19 | 0 | Tiny change: ' characters are repea' -> ' character are repea' (published) | |
| en37 |
|
Ashwanth.K | 2024-08-14 00:47:12 | 5 | Tiny change: ' \n######References' -> ' \n##### References' | |
| en36 |
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Ashwanth.K | 2024-08-14 00:43:01 | 18 | ||
| en35 |
|
Ashwanth.K | 2024-08-14 00:40:07 | 33 | Tiny change: ' \n\nReferenc' -> ' \n\nThus, completing the proof. \nReferenc' | |
| en34 |
|
Ashwanth.K | 2024-08-14 00:39:37 | 1091 | Tiny change: 'xplanation and Proof">\nLet's ' -> 'xplanation">\nLet's ' | |
| en33 |
|
Ashwanth.K | 2024-08-14 00:20:03 | 1135 | Tiny change: 'inal form.`\n######Pr' -> 'inal form.\n######Pr' | |
| en32 |
|
Ashwanth.K | 2024-08-14 00:09:51 | 866 | ||
| en31 |
|
Ashwanth.K | 2024-08-13 23:06:19 | 223 | ||
| en30 |
|
Ashwanth.K | 2024-08-13 23:03:50 | 90 | ||
| en29 |
|
Ashwanth.K | 2024-08-13 23:01:52 | 327 | Tiny change: 'YYX, YXY \n- \n\n\nRefere' -> 'YYX, YXY \n\nRefere' | |
| en28 |
|
Ashwanth.K | 2024-08-13 22:43:22 | 139 | ||
| en27 |
|
Ashwanth.K | 2024-08-13 22:41:17 | 4 | Tiny change: 'consider $A = 2, P = 3$ ' -> 'consider $a = 2, p = 3$ ' | |
| en26 |
|
Ashwanth.K | 2024-08-13 22:40:58 | 264 | ||
| en25 |
|
Ashwanth.K | 2024-08-13 22:35:30 | 74 | ||
| en24 |
|
Ashwanth.K | 2024-08-13 22:31:20 | 45 | ||
| en23 |
|
Ashwanth.K | 2024-08-13 22:30:11 | 15 | ||
| en22 |
|
Ashwanth.K | 2024-08-13 22:28:39 | 416 | Tiny change: ' $ = 2^4$ \n $ = 16$ ' -> ' $ = 2^4 = 16$ ' | |
| en21 |
|
Ashwanth.K | 2024-08-13 22:19:00 | 8 | Tiny change: 'mple:\n Say a =' -> 'mple:\n Say a =' | |
| en20 |
|
Ashwanth.K | 2024-08-13 22:18:44 | 9 | ||
| en19 |
|
Ashwanth.K | 2024-08-13 22:18:19 | 101 | ||
| en18 |
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Ashwanth.K | 2024-08-13 22:16:33 | 13 | Tiny change: 'e Theorem:\n- States that' -> 'e Theorem: \n It states that' | |
| en17 |
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Ashwanth.K | 2024-08-13 22:16:12 | 3 | ||
| en16 |
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Ashwanth.K | 2024-08-13 22:16:00 | 44 | ||
| en15 |
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Ashwanth.K | 2024-08-13 22:15:40 | 48 | ||
| en14 |
|
Ashwanth.K | 2024-08-13 22:15:24 | 38 | ||
| en13 |
|
Ashwanth.K | 2024-08-13 22:15:00 | 346 | ||
| en12 |
|
Ashwanth.K | 2024-08-13 22:09:27 | 2 | Tiny change: 'v 1 \pmod{n}$ \n\n' -> 'v 1 \pmod{p}$ \n\n' | |
| en11 |
|
Ashwanth.K | 2024-08-13 22:09:16 | 11 | Tiny change: ' \equiv 1 mod p$ \n\n\' -> ' \equiv 1 \pmod{n}$ \n\n\' | |
| en10 |
|
Ashwanth.K | 2024-08-13 22:08:23 | 8 | Tiny change: ' $a^{p-1} = 1 mod ' -> ' $a^{p-1} \equiv 1 mod ' | |
| en9 |
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Ashwanth.K | 2024-08-13 22:07:51 | 4 | Tiny change: '{p-1} = 1 mod p$ \n\' -> '{p-1} = 1 mod p$ \n\' | |
| en8 |
|
Ashwanth.K | 2024-08-13 22:07:38 | 10 | ||
| en7 |
|
Ashwanth.K | 2024-08-13 22:07:05 | 9 | Tiny change: 'orem: \n — States th' -> 'orem: \n- States th' | |
| en6 |
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Ashwanth.K | 2024-08-13 22:06:55 | 0 | Tiny change: 'rem: \n — States th' -> 'rem: \n - States th' | |
| en5 |
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Ashwanth.K | 2024-08-13 22:06:41 | 8 | Tiny change: 'rem: \n States th' -> 'rem: \n - States th' | |
| en4 |
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Ashwanth.K | 2024-08-13 22:06:24 | 136 | ||
| en3 |
|
Ashwanth.K | 2024-08-13 22:04:56 | 10 | ||
| en2 |
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Ashwanth.K | 2024-08-13 22:04:27 | 287 | ||
| en1 |
|
Ashwanth.K | 2024-08-13 22:00:23 | 307 | Initial revision (saved to drafts) |
