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MysteryMuadi: what's with this kindergarten back and forth?
"my god has lasers"
"oh yeah, well my god has lasers AND missiles!"
"oh yeah, well my god is immune to lasers and missiles!"
"Nuh uh!"
"yeah huh!!"
"nuh uh!!"
....Throne of Magical Arcana · C469
TrueGodOfExp: I was almost right!
I'm sure Lucian Evans will now be put #1 on the cleansing list!Throne of Magical Arcana · C457
AnemicSardines: They even wanted to call him a Saint not long ago 😂
Throne of Magical Arcana · C458
Lvl1Bard: Will the translation speed pick up again? What are you aiming for?
Throne of Magical Arcana · C425
Krebert: Note to translator: The plural of "Quantum" is "Quanta". It's a bit jarring to see "quantum" being used as the plural here.
Throne of Magical Arcana · C439
Ishii_: Lucien and team : Take that church!
Pope: f**k it! Eat this!
Douglas: Jokes on youThrone of Magical Arcana · C432
Skull_Skill: .is it just me or that Artil guy smells fishy ???
Throne of Magical Arcana · C434
PassiveAggressive: Everytime those particle/wave fan boys start arguing I feel like hitting them all and shouting: "Both of you are right! Now make peace and be nice to each other!"
Throne of Magical Arcana · C435
Drinking_Alone: Fucking love this novel the only one I pay homage to every release, if only it was translated at speeds like RSSG etc. Although it's better then not having a translator at all, or worse like Lord Xue Ying's translator that will just up and leave for extended periods of time without a word 😂
I appreciate the effort and stability! Your ability to produce what was promised is the best thing we could hope for.Throne of Magical Arcana · C429
Faruel: Arcanist 1: oh god Lucien released a new paper!
Arcanist 2: we are safe because it's a maths book.
Arcanist 1: (sees Lucien) so why did you create a new mathematical system?
Lucien: oh, so I could prove the particle-wave duality of light, gravitational lensing of space time, the existence & rotation of subatomic particles as well as the quantum position theory and quantum entanglement.
Arcanist 1&2: "POP"Throne of Magical Arcana · C428
Araminta: Lollll I think you meant to reply directly to them but somehow just commented, took me a while to figure out who this Knightsky is & why you wanted to thank him😂
Throne of Magical Arcana · C425
Throne of Magical Arcana · C425
Throne of Magical Arcana · C424
Wisling: Am I the only one surprized avout the amount of reviews made by you - the translator?
Throne of Magical Arcana
Throne of Magical Arcana · C424
Krebert: It's Lobachevsky's Hyperbolic Geometry. The "It's just in your imagination" part is referring to it being non-Euclidian geometry.
That means that one of Euclid's Postulates is changed and then the rest of the geometry system is constructed around these new premises.
The word "Postulate" is important here, referring to an "assumption" or a "given". That means that it's one of the few rules that we "take to be true" before deriving the rest of geometry based on those assumptions. All math systems need a set of "startup rules" called axioms (or postulates) that are simply taken as "true" and then, if those axioms are complete enough, you can derive a math system from it which may or may not be useful, but *will* be internally consistent.
If you want a math system to be useful in the real world, you would obviously want the postulates or axioms upon which you build the math system to correspond to the real world, right? Therefore, in Euclidean geometry, the axioms/postulates are things that seem "obvious", but have to be "assumed" or "given" rather than "proved" or "derived".
For example: the Parallel Postulate: For any given line R and point P not on R, there is exactly one line which passes through P and is parallel to R.
If you draw it out on paper, this seems obvious, but it turns out that it's not possible to "prove" this using just the other axioms of Euclidean geometry. It must be "given". That means that it's possible for an internally consistent geometry system to exist in which the parallel postulate is *not* true or is different.
"But isn't that just playing around with your imagination?" you ask. If you take a piece of paper, draw a line, then draw a dot next to the line, it's quite obvious that you can only draw one parallel line through that dot. So how would a geometry in which you can draw at least two parallel lines through that one dot be possible?
In reality, it *seems* obvious that you can't just change the basic rules of the world and expect the resulting math system to be useful, but it turns out that there are in fact situations in which alternate geometries are not just useful, but essential.
Relativity Theory, for example, is highly dependent upon non-Euclidean geometries. The reason for that is that Euclidean geometry is for "flat" space, like paper on a desk, whereas real space is actually not flat (Euclidean), but "hyperbolic", while space-time is described by yet another geometry.
Alternate geometries as a concept is important because is leads us toward "Minkowski space", a four-dimensional "manifold" instead of three-dimensional Euclidean space, which is the foundation for Special Relativity and the concept of a unified space-time with inertial reference frames.Throne of Magical Arcana · C420
Throne of Magical Arcana · C418
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