>Computer Organization and Design MIPS Edition, Fifth Edition: The Hardware/Software Interface (The Morgan Kaufmann Series in Computer Architecture and Design) 5th Edition >Patterson, Hennessy >amazon.com/Computer-Organization-Design-MIPS-Fifth/dp/0124077269
>The C++ Programming Language, 4th Edition >Bjarne Stroustrup Dat Baldness
James Myers
Bump, will post my list for Optics in a few hours
Connor Jones
>Computer Science >STEM
Bentley Moore
.. why wouldn't it be? If you answer involves "programmin" or any implication that CS is about programming your argument goes in to the trash.
Adrian Sanders
Mathematics >Advanced Calculus by Edwards >Linear Algebra Done Right by Axler >Topics in Algebra by Herstein >PMA by Rudin >Topology by Munkres and a select topic book of personal interest from the following >Topological or Smooth Manifolds by Lee >A Mathematical Intro to Logic by Enderton >Intro Set Theory by Jech and Hrabech >Intro Measure Theory by Tao (Best construction of the Lebesgue measure I've seen) >Complex Analysis by Gamelin
Anthony Johnson
Aerospace engineering: >Fundamentals of Aerodynamics by Anderson >Engineering Materials (both volumes) by Ashby and Jones >Mechanics and Thermodynamics of Propulsion by Hill and Peterson >Mechanics by Landau and Lifschitz >Feedback Systems: An Introduction for Scientists and Engineers by Aström and Murray >Advanced Engineering Mathematics by Kreyszig
To be complete, I'd also learn at least 1 compiled programming language (e.g. C++) and one scripting language (e.g. Python)
Jose Ramirez
What about EE?
Luke Brown
Undergrad physics: >Mathematical methods for physics and engineering, Rilely et al >Classical Mechanics, Goldstein >Introduction to Electrodynamics, Griffiths >Introduction to Quantum Mechanics, Griffiths >Thermodynamics, Nolting >A Modern Course in Statistical Physics, Reichl
Postgrad theoretical physics: >Modern Electrodynamics, Zangwell >Quantum Field Theory, Srednicki >Einsteins Gravity in a Nutshell, Zee >Statistical Physics of Fields, Kardar >A Modern Introduction to String and M-Theory, BBS >Mathematical Physics, Hassani
Connor Roberts
>introduction to the theory of computation >Not Complexity: A modern approach >No descriptive complexity or any real logic Good books but more like SE than CS
Christopher Myers
CS is literally the only STEM where you can read just 6 textbooks and actually be good at it. > aka your major is a meme, sucks to be you
Nathan Rodriguez
>calc >university Burgers, when will they learn. >axler >not shilov This isn't even open to debate. Shilov is THE undergrad book in english. >herstein >not d&f Again, not even open to debate. D&F for undergrad algebra >Rudin Finally a good book. Though if you want to self-study, get Zorich >Munkres Can't go wrong with him, everything he's written is a gem
Joshua Brooks
lmao good luck getting a job without a CS or SE degree (even if you are better than them)
Kevin Harris
>calc >university
Advanced Calculus generally refers to an intro to real analysis course
retard
Michael Nelson
>requiring 5 semesters to learn anal i'm not the retard here, buddy
Daniel Brown
You don't think you can actually get an equivalent of a Bachelor's degree just by reading, do you?
Jayden Rodriguez
>Philosophy (but not in a negative connotation towards philosophers)
Angel Bailey
>>Discrete Mathematics and Its Applications Seventh Edition (Higher Math) 7th Edition >>Kenneth H. Rosen
>Higher Math
Top kek
Ayden Bailey
Why do you think that, also before you answer see
Evan Lopez
do these assume 0 CS knowledge? I'm a math masters student btw, so what im asking is could i dive into these with no background?
Nicholas Adams
For math: French dictionary Bourbaki - Théorie des ensembles Bourbaki - Algèbre Bourbaki - Topologie générale Bourbaki - Fonctions d'une variable réelle Bourbaki - Espaces vectoriels topologiques
Luke Carter
Your IQ isn't high enough for you to justify being so condescending. The T in STEM stands for technology. That makes for an unequivocal inclusion of CS in the STEM umbrella. I'm not even in CS but kys.
Dylan Williams
Systems engineering?
Gavin Ward
That's what happens when you dumb your education system down to folk who live, breathe, and propagate a willfully ignorant and anti-intellectual subculture.
Landon Wood
Materials and Chemical Engineering has you covered pretty well desu
Sebastian Sullivan
Ayyy lmao
William Cook
CS =/= CE and EE
Thomas Rivera
EE is to broad but I'll try Math requirements: Vector calculus, linear algebra, ODE, Fourier analysis, Random processes > Circuit analysis Nilsson Riedel Electric Circuits >Electronics Richard C. Jaeger Microelectronic Circuit design also: analysis and design of analog integrated circuits by Paul R. Gray 5ed >systems and signals Oppenheim & Wilsky Signals and Systems >Communication systems Leon W. couch, Digital and Analog communication Systems also: Contemporary Communication systems using matlab 3ed by John G. Proakis >DSP Digital Signal Processing: Principles, Algorithms, and Applications, 4e >Control systems R. C. Dorf . Modern Control Systems also: C. L. Phillips Digital Control System Analysis and Design. >Electromagnetics Fundamentals of Engineering Electromagnetics by david k. Cheng >Digital logic Digital Systems, 12th Edition Ronald Tocci also: fundamentals of digital logic with VHDL Design by Stephen brown (Verilog version also available) >Microprocessors Digital Computer Electronics by Albert P. Malvino >Programming anything on C/C++, Matlab, Python and a hardware description language (VHDL or Verilog)
some specialized topics (concentration specific) >power electronics Principles and Elements of Power Electronics by Barry Williams >Power systems Modern Power System Analysis - D. P. Kothari, I. J. Nagrath >Robotic modeling Robot modeling and control Mark W. Spong >Satellites satellite communications Dennis 4ed > control of nonlinear systems
Carter Torres
forgot a fundamental topic >Electric machines and transformers Electric Machinery and Transformers by Bhag S. guru (there is probably better books than this)
Samuel Rivera
>Science, Technology, Engineering and Mathematics >Computer Science captures 3/4 (technology, engineering, mathematics) and arguably 4/4 in many instances STEM as a term is kind of shit though, useful for convenience but not specification.
David Mitchell
>OS >MIPS >C++ >No calc >Nothing on concurrency theory >Nothing on formal logic, just Sipser user, are you sure you are in a CS program? The 90s are over, nobody teaches or cares about operational systems
Daniel Harris
There's a 6 textbook limit
Calculus is understood to be a part of all STEM degrees so it doesn't need an explicit mention. OS covers the fundamental concurrency concepts that apply to both operating systems and distributed systems in the same manner.
I'm not in a CS program I'm done with my CS program and gainfully employed.
David Bennett
>Statics >Dynamics >Thermodynamics >Materials >Solid Mechanics >Fluid Mechanics >Heat and Mass Transfer >Mechanical Design >Vibration
That's seven, but I decided to break the rule because it isn't that much larger than six. A huge number of textbooks in each category so I wont bother listing my favorite. My lecturers always used many textbooks, just specific chapters from each. So as their student I never became familiar with an individual.
Joseph Lewis
Where's Horowitz's Art of Electronics?
Robert Wood
for what
Kevin Jackson
That's litterally the first math class we do here in the typical CS programme. Discrete mathematics parallel with functional programing.
Daniel Anderson
Programmer know theses 6 books begins above 97% and away superior Hacker news,slashdot or r/programming programmer.
Jordan Perez
Mech engineering?
What math courses do you have to take for a ME degree?
Ryan Bailey
Axler, D&F, Rudin, Munkres is all you need. Came in one whole book under par
Thomas Cook
That's just the bare minimum and for yuropoors and i really disagree with Axler for a *math* degree, it's great for engineers, but Shilov is superior for a mathematician. And with the budget of one book you can get Demidovich excercise book. Burgers need calc because jumping straight to anal would probably cause them a stroke.
David Garcia
Wtf you have that backwards, Axler is pure theory
Btw I go to an american top5 and I think you have a pretty inaccurate view of the math education here. My school offers calc 3-4 for engineers and people in biology and stuff but all serious math students take a combined linear algebra/analysis class and many of them are in graduate classes by the spring of sophomore year
Brandon Miller
Ivy league of course offers undergrad programmes on par with (if not better than) yuropoor. And about the linear algebra you're right of course, damn me for confusing Axler for Lay and Shilov for Kostrikin, i learned linear algebra from a *very* hard textbook available just in my language, so i know others just from few chapters when i was comparing the depth.
Ryder Reed
Perfect, no one has posted geology yet.
Prerequisites: two semesters of calculus, physics, and chemistry.
>Senior Year Electives in an area of interest (e.g., remote sensing, paleontology, geochemistry, geophysics). By this time, you will have at least a general idea of the subdisciplines that you find interesting.
Jonathan Collins
Edwards' Advanced Calculus book is for calculus in R^n with topological concerns, differential forms, variational caluclus and other special topics. It's similar to Calculus on Manifolds by Spivak but covers more. Not to mention the exercises are interesting and can be surprisingly involved. But I'm sure eurotards learn that 3rd grade or something.
Wyatt Morgan
I suspect this is a suggestion to replace Demidovich. Don't know about you, but i found his excercises in Problems in mathematical analysis plenty involved. Some i had a hard time tackling after going through the whole mandatory analysis course, and i wasn't bad at analaysis. I'll definitely take a look at the book though, thanks for bringing it up. I hesitated to put an excercise book on the spot where i could put a book on differential geometry, intro to algebraic geometry through eliptic curves or other topics that would usually be covered by a non-mandatory course, but i think getting a strong skill in analysis is so essential to being a good mathematician that the last book has to be something like Demidovich. And no, we don't usually learn topology in highschool. In my particular country, the highschool math level varies wildly because the normalized "graduation" exams are piss-easy, as in you would be able to pass it in elementary school, after learning functions, which is somewhere around 3rd grade. On my particular highschool, we learned calculus in 2nd grade (which is 16-17 years old) in the extent of Kolmogorov's highschool book (Mathematics: Its content, methods and meaning). Don't know how that translates to your syllabus, but i suspect your treatment of calculus is more rigorous and in-depth.
Connor Jenkins
>BS >Optics
hi rochester
Jacob Watson
>Lists textbooks
>doesn't provide LibGen links
KYS
Angel Gomez
I think you mean CIS. CS majors can be taught to work just as close to the hardware as CE majors.
Camden Russell
Which is why CS is a meme.
Ethan Watson
>list 9 >count 7 I see why I didn't bother listing the maths units.
I did 2 units of maths. First one covered multi-variable calculus, linear algebra and differential equations. Second one covered multi-dimensional integration, Laplace transforms, Fourier series, and statistics. I did single variable calculus and similar level stuff in high school. These 2 units were based on 2 textbooks. >Thomas' Calculus - Weir, Hass & Giordana >Modern Engineering Mathematics - James
Samuel Ross
In burgerland, on non-ivies. On a shit yuropoor uni, undergrad is: Sem 1: >Analysis 1 >Linear algebra 1 >Discrete meme >Programming >Principles of computers (weird mix of physics, lego with gates and constructing number systems from peano) >Computer networks Sem 2: >Analysis 2 >Linear algebra 2 >Combinatorics and graphs 1 >Programming 2 >Algorithms and data structures 1 (CLRS) >Intro to UNIX Sem 3: >Algorithms and data structures 2 (cache-oblivious, concurrency, parallelism, dynamic optimality) >Propositional and predicate logic >Measure theory, probability >Statistics Sem 4: >Methods of optimalization >Nonprocedural programming >Automatas and grammars >Databases >Research project (yes, you have to publish a paper in 2nd year) Sem 5 (also known as killer semester): >Algebra 1 >Model theory >Linear models >Harmonic analysis >Commutative rings and modules Semester 6: >Algebra 2 >Homological algebra >Distributed systems >Bachelor thesis Add to this at least 4 non-mandatory courses so you hit the credit minimum.
Jaxon Butler
>Medicinal Chemistry undergrad
I skipped a couple texts that cover the general first year basics and the analytical stuff but otherwise these are pretty much what we used.
> needs french > can't read the superior machine code version of Bourbaki
Anthony Hill
>CS undergrad in yuropoor >Algebra >Algebra 2 >not "Mathematics for Computer Scientists I - III" repackaged and easier Linear Algebra, Calculus and some basic logic and probability
Bullshit
Austin Stewart
I would argue microprocessors should be cut as well as DSP.
I know yours covers it but regardless of the book here is my list of topics
>Electromagnetics >Signals and Systems >Calculus >Control Systems >Programming >Basic logic class that shows the different gates etc.
I agree with your bonus topics. I went power systems myself and did a lot of indepth motor shit, power electronics, transmission, and industrial automation classes
Adam Parker
My condolences, your uni is even shittier than mine is. That's quite sad since i'm from a former CCCP country.
Nolan Garcia
Why the fuck is Knuth not in that list
Carter Jones
Why are eurotrash still pretending analysis in Europa isn't vector calculus, aka what Americans start with
