Difference between revisions of "User:Etmetalakret"
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| − | + | I'm James Pagan, that WikiOgre math major at NYU. I use the AoPS Wiki to write notes and lesson plans — my articles benefit my audience as much as myself. | |
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== Nontrivial contributions == | == Nontrivial contributions == | ||
| − | Below is a list of my contributions | + | Below is a list of my nontrivial contributions. Although there are many articles I've tidied up, these are the ones I either created or rewrote entirely. My best articles are in '''bold''' to express personal satisfaction. |
=== Algebra === | === Algebra === | ||
* [[Algebra/Intermediate]] | * [[Algebra/Intermediate]] | ||
| − | * | + | * Polynomials |
| − | ** [[Polynomial | + | ** [[Polynomial Remainder Theorem]], INCOMPLETE |
| − | ** [[Complex | + | ** [[Complex Conjugate Root Theorem]] |
** [[Rational root theorem]] | ** [[Rational root theorem]] | ||
| − | * | + | ** [[Vieta's formulas]] |
| + | * Sequences and series | ||
** [[Arithmetic sequence]] | ** [[Arithmetic sequence]] | ||
** [[Geometric sequence]] | ** [[Geometric sequence]] | ||
| + | ** [[Harmonic sequence]] | ||
| + | * Inequalities | ||
| + | ** '''[[Proofs of AM-GM]]''', rewrote the Cauchy Induction proof to be more accessible, even if it uses more words | ||
| + | ** [[AM-GM Inequality]] | ||
| + | ** [[Cauchy-Schwarz Inequality]], very dissatisfied with this. | ||
=== Combinatorics === | === Combinatorics === | ||
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** [[Casework]] | ** [[Casework]] | ||
** [[Complementary counting]] | ** [[Complementary counting]] | ||
| − | ** [[Constructive counting]] | + | ** '''[[Constructive counting]]''' |
| + | * '''[[Pigeonhole principle]],''' my best article | ||
=== Geometry === | === Geometry === | ||
* [[Geometry/Olympiad]] | * [[Geometry/Olympiad]] | ||
* Synthetic geometry | * Synthetic geometry | ||
| − | ** | + | ** [[Incenter/excenter lemma]], my first article, a total unprofessional mess. |
* Trigonometry | * Trigonometry | ||
| − | ** [[Trigonometry]] | + | ** '''[[Trigonometry]]''', might have to tinker with the grammar though |
** [[Trigonometric identities]] | ** [[Trigonometric identities]] | ||
=== Number theory === | === Number theory === | ||
| − | * | + | * [[Divisibility]], though I don't intend to finish this article. |
=== Miscellaneous === | === Miscellaneous === | ||
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== On the agenda == | == On the agenda == | ||
| − | + | Right now, I'm most interested in tidying up Geometry articles. | |
=== Major edits needed === | === Major edits needed === | ||
| − | * [[ | + | * [[Centroid]] |
| − | + | * [[Incenter]] | |
| − | + | * [[Circumcenter]] | |
| − | + | * [[Orthocenter]] | |
| − | + | * [[Orthic triangle]]. WOW, this article looks terrible. | |
| − | * [[ | ||
| − | * [[ | ||
| − | * [[ | ||
| − | * [[Orthic triangle]], | ||
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Latest revision as of 10:15, 18 June 2023
I'm James Pagan, that WikiOgre math major at NYU. I use the AoPS Wiki to write notes and lesson plans — my articles benefit my audience as much as myself.
Contents
Nontrivial contributions
Below is a list of my nontrivial contributions. Although there are many articles I've tidied up, these are the ones I either created or rewrote entirely. My best articles are in bold to express personal satisfaction.
Algebra
- Algebra/Intermediate
- Polynomials
- Sequences and series
- Inequalities
- Proofs of AM-GM, rewrote the Cauchy Induction proof to be more accessible, even if it uses more words
- AM-GM Inequality
- Cauchy-Schwarz Inequality, very dissatisfied with this.
Combinatorics
- Combinatorics/Introduction
- Counting methods
- Pigeonhole principle, my best article
Geometry
- Geometry/Olympiad
- Synthetic geometry
- Incenter/excenter lemma, my first article, a total unprofessional mess.
- Trigonometry
- Trigonometry, might have to tinker with the grammar though
- Trigonometric identities
Number theory
- Divisibility, though I don't intend to finish this article.
Miscellaneous
On the agenda
Right now, I'm most interested in tidying up Geometry articles.
Major edits needed
- Centroid
- Incenter
- Circumcenter
- Orthocenter
- Orthic triangle. WOW, this article looks terrible.
