User contributions for Asdfghjklohhnhn
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26 April 2024
- 04:2504:25, 26 April 2024 diff hist +232 User talk:Prime.mover No edit summary current
29 February 2024
- 16:5016:50, 29 February 2024 diff hist +146 Closed Form for Triangular Numbers No edit summary current
- 16:4916:49, 29 February 2024 diff hist +774 N Closed Form for Triangular Numbers/Combinatorial Proof Created page with "== Theorem == {{:Closed Form for Triangular Numbers}} == Combinatorial Proof == <onlyinclude> Suppose we have $n + 1$ people who all shake hands with each other person once then we can count how many handshakes occur by counting the handshakes of each person, the first person shakes hands with all other $n$ people, then the second person shakes hands with the remaining $n - 1$ people, which continues until the $n$-th person can only shake hands with the $(n + 1)$-th per..."
- 15:5115:51, 29 February 2024 diff hist +344 User talk:Prime.mover No edit summary
- 15:3215:32, 29 February 2024 diff hist +206 N Sum of First n Consecutive Integers Created page with "== Theorem == <onlyinclude> :$\ds \sum_{i \mathop = 0}^n i = \frac{n(n - 1)}{2}$ </onlyinclude> == Proof 1 == {{:Sum of First n Consecutive Integers/Proof 1}}"
28 December 2023
- 23:4823:48, 28 December 2023 diff hist +2,832 User talk:Robkahn131 No edit summary
- 02:3402:34, 28 December 2023 diff hist +908 User talk:Robkahn131 No edit summary
27 December 2023
- 07:3407:34, 27 December 2023 diff hist +421 User talk:Prime.mover No edit summary
- 07:2007:20, 27 December 2023 diff hist −26 Symmetric Integral of Even Function over One Plus Even Function to Power of Odd Function No edit summary
- 07:1907:19, 27 December 2023 diff hist +109 Symmetric Integral of Even Function over One Plus Even Function to Power of Odd Function No edit summary
- 06:0406:04, 27 December 2023 diff hist +557 N Symmetric Integral of Even Function over One Plus Even Function to Power of Odd Function Created page with "== Theorem == <onlyinclude> :$\ds \int_{-a}^a \frac{e(x)}{1 + t(x)^{o(x)}} dx = \int_0^a e(x)dx$ where $a$ is a positive real number, $e(x)$ and $t(x)$ are arbitrary even functions, and $o(x)$ is an arbitrary odd function. <onlyinclude> == Proof == {{:Symmetric Integral of an Even Function o..." Tag: Visual edit: Switched
- 04:0804:08, 27 December 2023 diff hist +147 ProofWiki:Wanted proofs list No edit summary
- 04:0004:00, 27 December 2023 diff hist 0 m Sum of nth Fibonacci Number over nth Power of 2/Proof 1 No edit summary
- 03:5703:57, 27 December 2023 diff hist +1 Sum of nth Fibonacci Number over nth Power of 2/Proof 1 No edit summary
- 03:5203:52, 27 December 2023 diff hist −6 Sum of nth Fibonacci Number over nth Power of 2/Proof 4 No edit summary
- 03:5103:51, 27 December 2023 diff hist +252 Sum of nth Fibonacci Number over nth Power of 2/Proof 4 No edit summary
- 03:4503:45, 27 December 2023 diff hist +5 Sum of nth Fibonacci Number over nth Power of 2/Proof 4 No edit summary
- 03:4403:44, 27 December 2023 diff hist −2 Sum of nth Fibonacci Number over nth Power of 2/Proof 4 No edit summary
- 03:3603:36, 27 December 2023 diff hist −203 Sum of nth Fibonacci Number over nth Power of 2/Proof 4 No edit summary
- 03:3503:35, 27 December 2023 diff hist +4 Sum of nth Fibonacci Number over nth Power of 2/Proof 4 No edit summary
- 03:3303:33, 27 December 2023 diff hist +1 m Sum of nth Fibonacci Number over nth Power of 2/Proof 4 No edit summary
- 03:3103:31, 27 December 2023 diff hist +483 Sum of nth Fibonacci Number over nth Power of 2/Proof 4 No edit summary
15 December 2023
- 21:0621:06, 15 December 2023 diff hist +2,486 Sum of nth Fibonacci Number over nth Power of 2 No edit summary
- 19:5319:53, 15 December 2023 diff hist +397 Sum of nth Fibonacci Number over nth Power of 2 No edit summary
- 19:3519:35, 15 December 2023 diff hist +37 Sum of nth Fibonacci Number over nth Power of 2 No edit summary Tag: Visual edit: Switched
- 19:3419:34, 15 December 2023 diff hist +1 Sum of nth Fibonacci Number over nth Power of 2 No edit summary
- 19:3319:33, 15 December 2023 diff hist −19 Sum of nth Fibonacci Number over nth Power of 2 No edit summary
- 19:3219:32, 15 December 2023 diff hist +1,427 Sum of nth Fibonacci Number over nth Power of 2 No edit summary
- 18:3618:36, 15 December 2023 diff hist +720 Sum of nth Fibonacci Number over nth Power of 2 No edit summary
- 16:1516:15, 15 December 2023 diff hist +1 Sum of nth Fibonacci Number over nth Power of 2 No edit summary
- 16:1416:14, 15 December 2023 diff hist −196 Sum of nth Fibonacci Number over nth Power of 2 No edit summary
- 16:1116:11, 15 December 2023 diff hist +1 Sum of nth Fibonacci Number over nth Power of 2 No edit summary
- 16:1116:11, 15 December 2023 diff hist +4,045 N Sum of nth Fibonacci Number over nth Power of 2 Created page with "== Theorem == <onlyinclude> $$\sum_{n = 0}^{\infty} \frac{F_n}{2^n} = 2$$ Where $F_n$ is the $n$-th Fibonacci number. == Proof 1 (Using a Sample Space of Probabilities) == Let us define a Sample Space which satisfies the Kolmogorov Axioms such that it is the set of all combinations of flipping a fair coin until you receive two heads in a row. === Sum of nth Fibonac..." Tag: Visual edit: Switched