#book-recommendations
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theres a whole laundry list of other criteria that holomorphicity is equivalent to
arch
but basically since it's such a powerful condition it's:
- easy to check
- tells you a lot about the function
- gives you a very strong intuition
fuck the reals
all my homies hate the reals š
the JOKE, then, is that because these functions are so "nice"
they almost feel like constant functions
(for a humorously broad definition of "almost")
ah lmao alright, i vaguely follow
they're locally like z^k
since constant functions are also, of course, very easy to study and well-behaved
this is perhaps a bit of an easier explanation to follow if you're familiar with real analytic principles, like everywhere-differentiability and analycity
in a real analysis setting, the latter condition is very hard to check for a general function
and also fairly "rare" (although most "common" functions follow it)
in a complex analysis setting, the latter condition is the same as the former
which makes life a lot easier
since it means we can apply a lot of theorems about analyticity "automatically" if we know the former criteria (which is generally easier to check)
or if we know another criteria, for example:
do people use mathbf irl
yes?
maybe hold the chalk sideways
thats where blackboard bold comes from
i see
thats why we call it "bold"
why do they use that and not mathbb
ĀÆ_(ć)_/ĀÆ
in the context of wikipedia
rendering mathbb requires copy-pasting symbols which may or may not render on all displays
or, for example, screen readers
i think wikipedia had a problem with the "preview overlay" feature not rendering mathbb at all
for example
though i believe theyve fixed that, the point stands
i see
anyway i dont think wikipedia prefers one style or another
as long as its consistent on a per-article basis
Use both in the same article
i believe it prefers mathbb in "rendered math" but doesnt care in body text
ah yes, gottta love all those maps from an open set in a category to the category itself
makes so much sense
Has anyone read āMathematicianās Apologyā by Hardy
I read the first page then got bored
It's not good?
Itās too serious and philosophical for me
if u want a mathematical ideology to hang on to read Thurston's proof and progress
its a lot of less grumpy
wdym @granite sluice
In response to Jaffe and Quinn [math.HO/9307227], the author discusses forms
of progress in mathematics that are not captured by formal proofs of theorems,
especially in his own work in the theory...
I justmean that both give some sort of idea of what it means to be a mathematician
Thurston is another option which is more optimistic I think
but idk
ymmv
is tom apostle's calculus book the best one
Spivak alternates between she and he pronouns in examples when talking about mathematicians and i think thats cool. Thank you for coming to my TED talk
@hidden abyss I've bought Apostle's both editions but I've never really looked at it hard.
I'm going to look at them soon when I go back into analysis and calculus etc
From what I've seen, it's easier than Spivak
Hi @quartz pawn
I like Tom Apostol's calculus, but may not be for everyone
easier? 
I don't think I'd recommend someone with no calculus experience either of those books. I think they are great for reference when you want to dive into real analysis. idk. Maybe Apostol. Calculus is a subject you can learn that has some great online video series options on youtube to choose from and you can use any generic textbook for problem sets.
like Spivak and Apostol don't seem problematic for me to interpret, but I'm speaking as someone who has already learned up to and including multivariable calculus before even being exposed to those books.
Thoseāre my feelings. I feel like those are gonna be really really hard for a first pass and after you have had a first pass why not just do analysis
you need to have decent exposure to proofs before actually doing analysis
I'm speaking from personal experience
I still got to work through the Velleman proofs book but I am grasping a bit of the initial chapters of the analysis books I'm using. I just haven't tackled any of the problem sets yet cause I want to save that for when my proof writing foundation has matured a little better
Idk I just
Hopped straight into honors analysis and just flailed around
And then got used to it so Iām probably not the average on this respect
Donāt most linear algebra courses serve as an intro to proofs?
For me it went: LA -> Analysis and Algebra
My encounter with LA was that out lecturer went through many proofs, but it also went in on the computational stuff.
I definitely recommend apostol for a gentle introduction to linear algebra
And then jƤnich
And a problem book of your choice
And i don't think there's like a perfect book for calculus
Just pick up apsotol and then do real analysis lol
Apsotol has a ton of questions so it'll acquaint you with proof based mathematics and it's an easy book
^
I wouldn't touch Spivak or Baby Rudin yet unless you have a solid grasp on proof writing and foundations of math and maybe a first course in Analysis
Also Evan chen's napkin is brilliant for an overview
Maybe topology will pique your interest lol
As someone who went into Apostol with essentially no level of proofs or calculus, I found him accessible. Difficult, but not inaccessible. So, you will learn quite a bit and developed the necessary mechanical ability that you'd learn in your basic calc 1 and 2 of college. That said, it takes a while before you actually figure out the mechanics because it's a long journey of establishing the minute details to lead up to it.
Although, that said, it serves my needs in that I want to know more of the why behind Calculus instead of just memorizing formulas and rules.
I feel Spivak is terrible for this, and probably has no intentions of that
Spivak does but you will only gain that level of thorough understanding if you do all the problems and you really think about them.
The best textbooks are the ones you can finish
He only really gives you the bare essentials and expects you to be clever enough to pick up on the pieces.
The exercises build on each other too.
Idk why everybody keeps asking about textbooks for calc
It doesnāt make a difference if you do Spivak or some weird generic textbook
Yeah, I'm not clever. š not saying Apostol holds your hands, but he does go into more details than Spivak.
Just do whatās comfortable for you and build from there
There should be a subset of this channel called #calc-book-discussion :^)
Nah. Most discussions boils down to "Should I do Spivak, Stewart, or Apostol"
Then people suggest Stewart or Spivak depending on goals/level
^
What's the deal with spivak
I've heard of it
What's particularly special about it
It's kind of an analysis textbook rather than a calculus textbook. It's a favorite amongst alot of people because it's conversational in it's tone, has difficult problems, and has some philosophical remarks on calculus. It's a book that you would read to develop your mathematical maturity and really understand why calculus works the way that it does.
It's an accessible text that teaches proof based calculus with hundreds of exercises varying substantially in difficulty
Wow that's pretty lit
I'd say it's accessible after a first course in analysis or a very solid background in foundations i.e. set theory propostional logic functions induction etc, methods of proof etc.
I had it as a calculus course at community college
Oh snap
I don't think that's an accurate statement John
I've found people with similar sentiments.
to my own.
It's definitely harder than anything in stewart or any of those other generic calc textbooks.
You can teach it at an intro level, you focus slightly more on the computational problems
And it takes guidance from a good instructor
Thereās no point in taking analysis before Spivak
Your first course in analysis covers delta epsilon proofs and much more
Yea it's not really a "calc textbook" imo.
It's more philosophical and difficult then anything out of stewart.
Itās a calc textbook with a little bridge to analysis
You can probably get through it without a first course in analysis .
No calc textbook is philosophical?
I mean I'd argue that the other books aren't calc books and Spivak/Apostol/Courant are the calc books
It has some philosophical remarks
I make some philosophical remarks
š¤
Its definitely not like a foudnations textbook.
I'm just saying it delves definitely more into the philosophy of calculus than most standard textbooks.
How so? I literally had it as that
i'd be very surprised if a book called "calculus" that advertised itself as a diff/integral analysis textbook covered foundations, yes.
To integrate or to not integrate, that is the question
I mean I have both stewart and spivak and Steward is mad easy
I just do problems out of it because there is a bit of a dearth in problems in Spivak that require explicit routine computation.
It depends on the chapter
It does talk about sets and ordered fields and stuff in it.
Chapter 19 has plenty of tricky integrals
Maybe I have an old edition then
Chapters 7 and 8 leading into the three hard theorems is more conceptual
Chapter 2, where it introduces basic combinatorics and induction formulae has plenty of concrete problems to work on
It definitely does but there's only like 49 problems in 19
Some of them have 19 parts!
lol but spivak has like over double that amount for each of the different integration techniques you learn.
Or something ridiculous
But I'm also speaking from the perspective of someone who is considering it for self-study
I'm not saying don't read it lol.
I'm saying it is a harder text and that if you are going to self-study be prepared to struggle.
You'd have an easier time by far learning out of stewart.
I think it's ok to not understand everything as you approach it. It's up to the taste of the student
Whether they want a more theoretical approach or computational aproach
I prefer texts that you can actually read and gain insight, so I prefer Spivak and Apostol
But there are uses in having prescribed rules to get people comfortable
I found Spivak a bit in a bubble, but I didn't get that far. Just felt short-handed due to not having any calculus at the time
Same neveza. After calculus and a first course in analysis. I'm positive I can get through all of it.
But I tried it as a intro to calculus text years ago and I couldn't get through it really at all.
This is me self-studying.
Maybe if I had someone to hold my hand through it.
It usually takes guidance from an instructor or incredible will power
That said, I learned something from Spivak, but I didn't know how it was applied. š Just like, "So I learned this... cool."
I mean someone had to
True.
I'll stand by my statement that at the very least you should have a solid background in basic foundations before attempting self-study.
You never want to be stuck in that situation of understanding what you are trying to prove.
Where as Apostol starts off with Archimedes(?) problem of finding the area under a curve, and then moves into set theory, summations... etc before Integrals. Everything felt connected.
Yeah, in the 60s and before half calculus texts taught integration before differentiation
Like you'll be doing an exercise and you're like "It looks like I should use something I just proved from the previous exercise and 3 before it for this problem".
And the other half taught differentiation first
My prof. Had the genius idea of teaching both at the same time
What?
Literally changed my life to become a mathematician

Lol
You're married?
Yeah, 2 year anniversary coming up
Nice
@faint parrot hey
Nice
Hello
How is philosophy going for you?
@quartz pawn How is your experience with this server?
It's pretty good. It's helping me sharpen my skills.
and also about what to do in math to get good at math
same i havent look at calc in so long
lowkey miss it tbh
needa find some fun practice problems
@fast turtle if you have trouble with algebra donāt use Lang. Itās better as a reference or like second pas textbook. First textbook only if youāre a maverick
@dapper root sorry for the very late reply, thank you, I decided to stick with Robert Ash for now, it is very clear and self-learning friendly.
I checked the other books and they turned out to be good too but as you said, they kinda have a reference vibe, not a self-learning book
Does anybody know any books about the history and development of math?
I donāt really understand how or why analysis, algebra, etc. were actually created. I know the applications but Iām not exactly sure outside of the physics-math complex how these ideas naturally came about
Iād be willing to bet that that was honestly the majority of it, but I would be interested too
No
Ideally Iād want something that not only talks about the chronology and development of math but also something that talks about the philosophy of math/intuition behind it
Iāll check the websites out; thanks
there is a great 2 book series that does that
unfortunately it is german
and nobody seems to be willing to translate it
(if anyone cares, i was refering to Hans Wussings "Mathematics 6000 years ā a cultural and historical journey through time")
(he also wrote a book specifically about the history of algebra)
@stray veldt what if someone offered you nitro for you to translate them
what does nitro do
sounds like a whole lot of im not interested
Flowery metaphors lpl
i think that's a bargain loch
just learn german tbh
reading in mathfrak sounds hard though
also those books require a lot of math knowledge
at least the 2nd book
i dont even understand part of it
Mathematical thought from ancient to modern time.
By Morris kline
It's amazing.
only downside is it's 1200 pages,
And it gets quite boring and hard to follow at times
Although from the title i expected it to be no less than 1500 pages.
So, its quite moderate in size for a comprehensive history
how is it amazing if its boring and hard to follow
And if you're one of those people that barbarically skip prefaces and tables of content.
I would strongly advise you against doing that for this particular book
Does anyone have a good copy of halmos' linear algebra problem book?
Libgen had a weird version
how is it amazing if its boring and hard to follow
@flint forge
I said "at times"
Meaning it's not the majority of it
Don't say anything
Done
Meh I'll check libgen again
These scanned versions are abysmal
To be fair you can't discuss mathematics and history, without avoiding being boring every now and then.
I forgot this isn't chill
My bad
What is up with halmos and bad quality pdf's?
Perhaps because they were published way back when
I can't finda good version of finite dim vector spaces either
@gray gazelle yea for some reaons it is hard to find good quality pdf's of Halmos's stuff. But here's a nice one for his book on Naive Set Theoryhttps://www.bowwowpress.org/titles/hal60.html
Bow Wow Press is a nonprofit scientific publisher. The publisher is established for better circumstances of scientific publishing.
I donāt really understand how or why analysis, algebra, etc. were actually created. I know the applications but Iām not exactly sure outside of the physics-math complex how these ideas naturally came about
@gray gazelle sounds like you might be interested in "In Pursuit of the Unknown" by Ian Stewart. Stewart's books are well known to be very well written and interesting, this book in particular talks about 17 equations from 17 different fields of math, and of course he uses each equation as an excuse to speak about the field's history and initial problems that caused that equation to be there.
Anybody taken a class in matrix analysis or have any book recommendations. I have two but I'm just want to know what the meta sources are.
Thatās not really what Iām looking for. But this book looks very interesting
If mathematics was a web, Iād want the emphasis on the strings that connected the nodes rather than the nodes themselves.
Alongside how the nodes were constructed
With the nodes being the actual math
Coupled with the chronology of the web
And the intuition behind constructing each string to each node
So a book of everything but for math
Maybe Iāll start working on one as a side project
If I canāt find one
what are the nodes?
The actual math rigor. So like if one node was analysis it would consist of strictly analysis.
Thereās many books that try to explore nuances of mathematics in a meaningful way and try to gloss over the different areas.
One book I want to start reading soon that tries to do this is āRoad to Realityā by Penrose
He is a mathematical physicist
There are also tons of math history books. Some rather large volume ones like World of Mathmatics. Havenāt read that one yet but I think they just explain the history.
But Road to Reality is a huge book. It is a beast
Yeah, I think you need to have a PhD in math and a MS in Physics to really get through that book
It's intense
Yeah one of my profs was reading it
That book is saved for me when my math matures. Same with Wolframās A New Kind of Science
Thereās a number of reads I want to eventually get to a little later down the road
Idk how helpful some of the history book volumes are like World of Mathematics
Yea also I am considering checking out āHow Mathematicians Thinkā by William Byers
Yea thatās one of my issues with some of those large volume books. I think they are biographies of the mathematicians and a little description of how they develop their insight. Not really so much about teaching the understanding
i also have a small list of math related books i wanna get to, a sort of bucket list if you will, but what im thinking is it might be cool to just go in over my head trying to understand some of them and then revisit them later down the line when im more experienced
I mean I rather just go through the books I know Wonāt go completely over my head
Thatās what I like about books like Godel Escher Bach. You can always revisit it and gain more from it with maturity but if you read it now, it wonāt necessarily go over your head.
bruh ive been trying to pick up GEB but i keep getting sidetracked
what did you think about that book
I am a big fan of it honestly
Especially great for people interested in mathematics and biology as well as neuroscience, cognitive science, or artificial intelligence
the preface mentions it as a kind of analysis of how meaning gets assigned to meaningless objects (ive only really read the preface lol)
tbh im lowkey intimidated but im curious as well
my primary interests are mathematics, and computer science, but ive always been curious about cognitive science as well, the mind is just something to behold
Well when you start learning about the nervous system and then you learn about intelligence being a factor in even plants and other organisms, it gets more interesting
im sure, i consider myself very much a baby in that ive only realized how little i know recently lol
@gray gazelle I don't think areas are that separate, it's just a convenient breakdown for pedagogy/research focus/historical reasons.
thx, its my spirit animal
unfortunately yes
Lol
@granite sluice Where are you on a political spectrum?
Also Politics can get toxic tbh
Do I have to label myself? Political labels are just shortcuts for stereotyping away nuance.
Politics is toxic af.
Almost as bad as war.
@granite sluice lol I'm not referring to labels
@restive raptor I know I will stop
we can talk over in cchill if you want
lol ok
any books that have heaps of questions involving permutations and combinations?
at what level?
try chuan-chong khee-meng
Is there a good book about projective geometry?
Or even an article, that would be useful as well.
at what level?
try Hartshorne's algebraic geometry
@granite sluice math stack exchange has book recommendations??
math stack exchange has everything
Nicee
Does anyone have good books for group theory?
I don't have any background in abstract algebra, but at least I'll go through linear and discrete this year, but even without those it actually seems pretty intuitive and that's something I like about it.
I feel like reviewing individually the most common groups but I can't find a place for it on the internet.
It can be either free stuff like libgen. If you have any book, just know that I'm not willing to spend more than 200 bucks, so feel free to provide me some good stuff, hopefully introductory stuff even if I'm familiar with some stuff already like the axioms
Just to give you an idea about my level, I don't exactly know what's my year since I'm in Canada, not America, but I just finished reviewing basic differential and integral calculus, just so that you have an idea and don't throw me some book where I would always have to google every single word
Artin's Algebra is a good book
It's algebra in general rather than just group theory, does the linear algebra from scratch
Sounds cool
And is generally I think good at telling you why algebra is interesting
Thank you very much, I'll look into it
can vouch for artin algebra
does someone have a link for the book Turing Computability THeory and apps.
cant even find it on libgen
am i allowed to put pdfs here?
rather dont put anything copyrighted here in public
If i write a book im 100% uploading to it libgen myself haha
and add a statement at the beginning requesting people to not pirate the book mirroring the way wikipedia asks for money with statements like "I know most people will ignore it" but please I need the money.
what is libgen xd
"If everybody reading my book just donated 2$, I could eat taco bell every day for a week"
@gray gazelle
Book piracy website that has lots of math books
Most books seem to find their way to libgen anyway so having such a sentimental statement in the beginning will definitely earn you some extra cash.
i use z-lib, thats where i get any college textbooks i need or just books im interested int
Is there something like libgen for audiobooks?
Book authors in math
Dont make money of sales
Off*
Just the publishing deal
So fuck em
The publishers
what? Then I'd definitely put my book on libgen
well I just feel a bit less guilt for some of the books i've pirated
@acoustic pelican lol same
so Im guessing you havent heard of anything like libgen for audiobooks š
I believe in you š
idw write one and like 'oh just another topology textbook'
like if theres nothing to add idk why bother
I'd just write a textbook in a casual-ish language like that would be the selling point of my book if I ever wrote one
AT := Algebraic Topology? @flint forge
computation is hard too little examples in books
Yes
@calm crane stack exchange?
probably gg be flagged as homework problem tbh
for me rn computation just takes a lot of reviewing of definitions and possibly helpful theorems
Computations im AT are fun
Because the most difficulty is in building the tools
Not the computations themselves
@flint forge Going to have to structure it well for it be a decent book
Ah
Yeah
I avoid twitter for political stuff tbh
I follow a handful of smart people
Mostly across the spectrum
there are some parts of the spectrum without smart people
Would you consider yourself more left or right?
Very left
Ah
Like very left
Depends I think
I think humanity has the potential for syndicalist/anarchistic communism
But I dont think its an option now
Yah I think syndicalism is very hard
to establish without having a foreign country invade you
What is anarchistic communism
It would require a much deeper form of empathy and unity than people currently have
More or less what it sounds like
Yes I would think so
No state, resources distributed by need
Economies of scale only happen with some centralized body
There no a priori reason thats true
I mean is anything in Econ an a priori axiom?
For example your brain has no centralized control and yet is incredibly efficient
Thats not taken as an axiom in serious economics
Yeah but societal structures arenāt brains
Nothing is taken as an axiom in serious economics
Rational agent and what else
@gray gazelle Are you like referring to authoritarian regimes that were communist?
No I think hes just anti anarchism
Iām not referring to anything
could you move the discussion to other channel?
thanks
Lmaoo i thought that was serious for a sec
Quantum field theory for economics and finance specifically addresses this topic
Hm?
/s
Ive actually wondered if there was a genuine categorification of economics
Theres the stuff baezās students are doing
But thats game theory
And kinda lame
Game theory lol
Wdym by categorization?
Ultra that is a hard one
I think something is confused here -- we appear to need both centralized and decentralized institutions.
I don't think there has been any real focus on it
I feel like you can intrinsically justify almost anything though
Well the def dont for me hahah
After42 is there a book that says that
(I think that buys us a few more messages)
Itās more so an observation
There aren't intrinsic justifications because the human world is beyond formal comprehension. It's way too complex.
You can spin all the abstract arguments you want, but whether they work is the final arbiter.
This is also an intrinsic argument.
Like people justify capitalism, communism, anarchism, etc. for what seems like valid reasons to them
There are definitkey formal reasons to consider many systems
A formal system for economics?
Is there a book about this?
Thatās another few messages
if you want to be dicks...
I think you know what I'm saying...
Not really?
Unfortunately many things we mentioned here
Cant be reasonably tested
But that doesnt preclude them from discussion
Of course I don't mean that reasoning about the world is impossible. But you can't just transpose formal thinking onto the real world and expect it to mean something. And by 'you' I mean 'we.'
Obviously it would be a better world if we could test them
We probably should switch channels if we plan on continuing this conversation
I guess yeah
Feels like no one is trying to actually talk about books
So i dont really care lol
This is a conversation about books, because books are articulations of ideologies.
I think Lorenzo had a point with the chaos of it all
Could be written in a book
We're all just puppets of some dead economist -- some dead economoist
Im only a puppet of living economists
My point is just that in a formal system you can control and measure all the variables.
They're closed systems. We can define a game, prove things about games, or whatever.
I think there are formal systems that account for uncertainty?
Maybe Iām thinking of something else
But as soon as we start reasoning about the world, we take a (very small) finite set of abstractions and start imagining their interaction.
And we may be totally blind to something that will appear as soon as it plays out inreality.
(Sure there are formal systems that account for uncertainty, but certain uncertainties , or certain uncertain uncertainties...)
No but applied math works -- at least if you mean physics and ECE and stuff -- because we've luckily found models that are amazing good.
Heās saying physics is a failure

The day physics can be reductionist is the day itās a success
But ultimately our standard for the success of these models is empirical.
Like, noise isn't actually iid gaussian. But building error correcting codes for that models seems to do really well.
Many body problem, gravitational interactions between stellar objects, etc
For the N>= 3 case on the latter
All I'm saying is that this is why historical examples are important. There's a lot you can learn by studying history and trying to understand the influence of different things.
I think the transition between where we are now to where we want to be is the most important factor in success of the new system
Not the actual system
You can't improve society by pure reason. You can easily make things worse if you ignore experience.
Both matter. What's the difference between those states anyway.
I meant in the context of merging from, as an example, capitalism to syndicate anarchism
@gray gazelle bro also the technology and capital needed for new research in physics is huge. Like countries need to collaborate to make a particle accelerator...
Nothing in theory ever works as intended
Thatās probably the crux of your argument
Sure, syndicate anarchism (in the style of Rocker) also sounds like a stable point. But you can think of easy ways for it to fall apart.
It's not at all clear to me that it is actually stable. It abstract a few things about a highly complicated world into a narrative that sounds like it could be stable.
I remember having an interesting argument about Rocker's book at some point, let me see if I can find some of the arguments.
Nothing in theory ever works as intended
@gray gazelle Not literally nothing, if the models are sufficiently good, but yeah basically.
Iām unsure of any macro model thatās worked as intended
That's why math has theorems, not theories 
Take any global institution
Lol max is fully against capitalism
like, say, mass revolt by the working class due to the falling rate of profit : )
yeah, but we have an insanely complicated system of checks and balances
which has evolved over over a century to address problems in the abstract model
This is not news tho
If you read any modern anti-capitalist
They account for that
Is your point that anyone things abstract models are perfect?
I dont think thats true
I have not so how do they suggest we transition from here to a different system?
like "checks and balances" is a specifically american framework of government, not something tied inherently to an economic system like capitalism
U have any book recommendations?
Uh marx obviously for background
@steel viper I meant it more in the sense that there's a complex interaction between government regulation , cultural norms and industrial economy
I don't get how capitalism is celebrated as the fuel for innovation...
You can have a socialist govt, pay taxes and use it to do unbiased research too.. right?
@steel viper Read the Federalist Papers for more info on that
well the post napoleonic european division of power was also a checks and balances scenario but uh
that
didnt turn out very well
i know about the federalist papers lol
And I like zizek but hes controversial
zizek is a great comedian and has some nice insights
@steel viper Which ones have you read?
nice
I think zizek understands the incrediblt cognitive dissonance in contemporary society
Better than almost anyone
In terms of politicoeconomics anyway
Iād be interested in something that critiques the status quo of the industrial revolution being due to capitalism
max read baudrillard
t r u s t m e
@steel viper
ummmm
maybe
the gulf war did not take place
i think its a decent intro cuz its not as abstract as some of his other work and its also short
also the system of objects is great
hold up let me send an excerpt
@steel viper Hamilton's one is also good
@steel viper lmao this is amazing.
Thats a little
baudrillard?
Too abstract for my tastes
hes talking about how the interior design and arrangement of a house/space reflects the societal conditions
that it originated in
;p
the purpose is obviously humor...
Its not
I know that the author doesn't think it's humor, but it is
Horseshoe theory wins once again
It's basicalyl what Zizek says, roughly speaking, 'you need to have an ideological lense to view the world through'
Lol
huh
sure, you can have many that you learn to put on like glasses
that is not baudrillard
this particular person has chosen to run harrdddd with one
@steel viper Dm me the link
Thats not even really zizek
baudrillard is a post structuralist, he was trying to write and analyze the conditions and arrangement of systems of objects in postmodern society
Wow so u guys actually read
Yes
to see how it reflected changing cultural, ideological, spiritual trends
lol
etc
I thought we were all just joking about that
@steel viper Are you left of the political spectrum?
sure

Ah okay
@steel viper Did you read manufacturing consent by Chomsky
Sloth the political spectrum is a patriarchal construction; this is obvious from its resemblance to a phallus.
structuralism is a theory of linguistics that says words/linguistic information only gains meaning by its relationship to other words
A true post-structuralist feminist would accept only a political circle.
that expanded to literature, philosophy, art, etc
post-structuralists is basically just a vague label for like
people who were influenced by structuralism but didnt identify with it
and developed their ideas in dialog/response to it
@flint forge Who are you referring to?lol
So wouldnāt any sort of poststructuralism require like a humanitarian text? Which postmodern society lacks?
Lorenzo
lol @flint forge if you can't joke about ideology you are truly in its grip
Or can u sort of do it about anything in postmodern society
@granite sluice idk why ur acting like its weird to talk about and analyze the structure of a home as a reflection of a cultural phase
If you intend to joke it should be a funny one :/
it makes a lot of sense lol
@gray gazelle idk what you mean by a humanitarian text, i dont think theres anything particularly pro or anti-humanitarian about most postmodernists
making sense != being true, unlike math
but its completely true dude
I meant like a focal point in society. Our society doesnāt really have any predominant literature or culture.
No it just makes sense
no, this one is true.
structuralism doesnt really have anything to do with any individual text or whatever
like the original theory is something along the lines of
there's plenty of evidence for it
lets say i point to this image and make the sound "tree"
how do you know i am referring to a tree here? couldnt i also be referring ot the bark? the leaves? a specific kind of tree? nature as a whole?
the idea is that the word "tree" only gains meaning by different from other words like "leaves," "bark," "nature," "green"
@steel viper Hmm
language is not the individual words and their positive content, it is a series of distinctions between words
Lol you got alot of philosophy to break lol
So is structuralism the study of linguistics
it originated there
but a lot of artists, writers, and philosophers were influenced by it
Ok and now it spread out over pretty much culture
Sloth are you into philosophy?
p sure I don't need to tell a neural net what bark is to get it to reliably identify trees.
Thats false actually
??
Neural networks work exactly this way
If you only train one with positive distinction
It wont work
You need to tell it what is not a tree
As well
sure, that's true
machine learning has been described as "a structuralist discipline" before
Whatās the point though
if there's only one class there's no learning problem
also that doesnt make sense bc the original theory is about communication between humans, not like the inherent nature of a tree
pls read semiotics
but the other classes can be completely unrelated.
Why do people who dont read anything about an entire slice of contemporary philosophy think they can just dismiss it without engaging
By oversimplyifying it
Like why learn about post structuralism?
for fun and because its interesting
and occasionally because it can help you think about and engage with the world
Why learn algebraic topology
Ok Iāll check it out
Which keeps me from reading Hume
Is that brauillrd dude or whatever a post structuralist?
and a bunch of other works
There are far too many people so corrupted by capitalism that they think any knowledge that does not increase their value to capital is not worth doing
lmao
baudrillard is a post structuralist yeah
if you only have a hammer...
post structuralism is kind of a fuzzy category
Thats not a joke
it doesnt really describe a specific concept or philosophy/ideology but more so like
a bunch of people who were influenced by and developed their ideas in response to structuralism
kind of like how postmodernism isnt really a unified ideology but is more like a response to modern philosophy
Postmodern is unified tho. Its the belief that thomas pynchon is hot
Is there a list of canons though?

if you want a good introduction to structuralism i would start from the linguistic perspective
try finding good sources on saussure
I will add it to my list
and benveniste
Ok so would you say Foucault is a structuralist?
I have a bunch of philosophy books I still need to read
Iām trying to find boundaries here

I never thought of philosophy outside of the main schools
i know theres someone on here who was very firmly like
"continental philosophy sucks its not helpful!"
So when I read like Hume or Kant, the discernment in subtlety only extends to like empirical vs a priori
none right now
Sloth is a baby
I will bully you
I won't bully you yet

yetttttt
Until you come to uchicago
i need help xD
Gottem
lol
hello buncho
we are discussing philosophy
So Iāve read Foucault and probably some other structuralists. But what difference would it make if I identified their ideals as structuralism or not? Like does it make relationships to society more evident?
but bad
Some unis have been doing a lot better in the pandemic than other imo
And its shown like
oh no haha
The true inner culture
@gray gazelle i dont think it matters that much from a purely intellectual perspective
Imo
@steel viper IF you want to https://discord.gg/MCXa7Ft
but i think understanding how their ideas emerged historically
also I feel like I haven't seen you around in a while sloth, hope things are going well
and the context they came about in
is valuable
and also makes them easier to understand and parse haha
Thank u
@dense pewter yeah i have been doing not that much math lately but
im getting back into it :D
have been doing some reading
and writing
i can do that too soon!! im fixing my sleep schedule
nice! balance is good. I'm a big advocate of "follow your nose" in terms of like what you feel interest in doing
yeah
Keep encouraging that and ill fall down the mathphys rabbit hole buncho
oh i discovered and read my new favorite book ever
in the dream house by carmen maria machado
Is it all 29 halo books
it is not
it is a very good memoir about a lesbian woman in an abusive relationship
(sorry for low quality pic)
Iāve been reading a lot of abstract fiction
Not sure how you would categorize the likes of Calvino and Borges
Magical realism
uhhh i guess magical realism??
Hi sloth
borges seems cool
Thatās a category?
I swear to god i will never remember the rational root theorem
Ive read it like 5 times
there are roots and some of them are rational
And i always forget which one divides what
max just think of like
x - a in your head
that clearly has one root and it's a/1 not 1/a
Oh
Fuck
Buncho
Wanna be my gre tutor
Ill pay you 4 schmeckles
(Conversion is about .75USD)
but you're not allowed to use that fact because I copyrighted it
every time you think about that
Lmao
you owe me royalties
That would be an interesting aspect of a like
gottem
literally living rent free
Im sure its been done
i wonder if this is real of if baudrillard is paraphrasing
because it sounds like a hellscape nightmare
I got to know today that stack exchange has chatrooms
But they're very inactive when I saw them
Wait is GRE still mandatory?
I thought you didnāt Have to take it this year
Ah

Easily thrown
no one throws me smh
Indont want to get screnshotted here
ill get someone
Have you ever thought about how easy it would be
fear
Creepy
To punt a baby
Like a football
no

max you're also practically a baby
why would you punt a baby
Im much heavier
This chat gets weird alot
I woulsnt
what have they done to incur your wrath
Bunch of babies in this chat
buncho babies
I would not punt a baby
I am a grown 20 year old
But
I could
@steel viper Depends on how skinny you are and your weight
lol
Thatās really skinny
Yah
normal BMI i think
Very Low end of BMI
pounds

How tall r u though?
bitch where
Eat 4900cal a day
gyms arent open here
lol
Then get fat and build muscle later
my hopes and dreams
š¦
Whoever invented sec and csc can suck it
oof
Why do we need different names for multiplicative inverses
lol
No other functions do that
This fall is going to be interesting as my first year at uni
yikes
yikes
bc some dumb dumb wrote sin^-1
Lmao
so glad Iām doing grad school during the pandemic
lol
the 4 stages of mankind in this chat
i hope it at least partially is by my senior year
so i can take literally the only class in hs i want to take
@steel viper Russia is developing a vaccine
pre college, college, applying to grad school, grad school
dead?
haahahaha
Lmfaoooo
oh




