I Used Calculus to find the Best* Artifacts

I Used Calculus to find the Best* Artifacts | Genshin Impact

Рет қаралды 591

Күн бұрын

*Not the literal "best" artifacts but the "best" under various assumptions shown in the video. The method I showed in this video could be expanded to account for more scenarios and reduce assumptions, however, this greatly increases the complexity of the equations.
In this video, I explain a method to use differentials and derivatives to create an equation that can determine the main and substats of artifacts through an iterative process. I also talk about whether or not it's reasonable to use this method for artifact optimization.
This topic for the video was inspired by a comment from ‪@niom9446‬. Thank you for your suggestion on the community post I made a while back.
Genshin Impact Name: Keacs
Chapters:
0:00 Introduction
1:15 Where does Stat Optimization Apply
3:42 The Damage Formula
6:50 Differentials and Derivatives
12:37 Optimizing Artifacts
13:51 Optimization Demonstration
29:57 Recommendations and Words of Advice
33:08 Conclusions
DISCORD SERVER:
/ discord
CHANNEL SURVEY: docs.google.com/forms/d/e/1FA...
Intro Music: "Triumphant Step" by Count Sacke
(No video)
Song #1: "Eventide Caprice" by ‪@HOYOMiX‬
• Eventide Caprice
Song #2: "Whisper of Weinlesefest" by ‪@HOYOMiX‬
• Whisper of Weinlesefest
Song #3: "Flanerie sur le marche" by ‪@HOYOMiX‬
• Flanerie sur le marche
Song #4: "Soothing Nightfall" by ‪@HOYOMiX‬
• Soothing Nightfall
Song #5: "Duel! The Summoners Summit!" by ‪@HOYOMiX‬
• Duel! The Summoners' S...
Song #6: "Bard's Adventure" by ‪@HOYOMiX‬
• Bard's Adventure
Song #7: "Slight Distress" by ‪@HOYOMiX‬
• Slight Distress
Song #8: "Remembrance of Akitsu" by ‪@HOYOMiX‬
• Remembrance of Akitsu
Song #9: "The Final Feast" by ‪@HOYOMiX‬
• The Final Feast
Song #10: "Crystalline Reverie" by ‪@HOYOMiX‬
• Crystalline Reverie
Song #11: "Invitation of Windblume" by ‪@HOYOMiX‬
• Invitation of Windblume
Song #12: "Serene and Fathomless" by ‪@HOYOMiX‬
• Serene and Fathomless
Song #13: "Wordless Cliffs" by ‪@HOYOMiX‬
• Wordless Cliffs
Song #14: "Seething Animosity" by ‪@HOYOMiX‬
• Seething Animosity
Song #15: "Surasthana Fantasia" by ‪@HOYOMiX‬
• Surasthana Fantasia
Outro Music: "Radiant Voyage" by Count Sacke
• "Radiant Voyage" by Co...
IF YOU WANT TO USE MY CONTENT, PROCEED TO THE FOLLOWING LINK:
countsacke.wixsite.com/counts...

Пікірлер: 10

@ALPHA-nn2ko 6 ай бұрын

This video is so helpful it should be more appreciated

@CountSacke 5 ай бұрын

Thank you soo much. It means a lot to hear that you found it helpful :) Sorry for replying soo late btw ; - ;

@ALPHA-nn2ko 4 ай бұрын

@@CountSackeno it’s ok man I didn’t really care but thanks for replying ❤

@kociee 9 ай бұрын

Nice that's interesting. I was playing around with trying to find 'perfect' artifacts too but since im not so advanced on maths i tried to find simpler way to do it. Since 'dimnishing returns' exists, every subsequent roll in the same stat will be smaller % total damage increase so just calculating damage formula instead for every next substat roll (from 1 to 45 max possible substats) based on relevant character stats and picking highest value seemed to work fine. Still got code somewhere maybe i'll look into it and try to improve it.

@CountSacke 9 ай бұрын

Ty :) I will have to say that calculating the damage formula every time is a rather brute force method. To be fair, it's usually one of the easiest to implement while still giving results. It just might take the program longer to spit out a result (how much longer depends on the total number of possible combinations).

@yeokaiwen4196 10 ай бұрын

Finally I get to see calculus being useful in real life

@CountSacke 10 ай бұрын

Haha XD. To be fair, I would say that applications of math or specifically calculus are more linked to implementing or creating programs for things like numerical solutions and simulations. If you only really care about the results, then yeah, it's not the most useful. Though if you're trying to understand it or make programs for solving problems (especially systems with non-linear behavior), differential equations are quite common and found in many simulation software which can find numerical solutions to the equations.