rotman. advanced modern algebra
atiyah. commutative algebra
baez. gauge fields knots and gravity
smith. invitation to algebraic geometry
guillemin. differential topology
schlichenmaier. riemann surfaces algebraic curves and moduli spaces
griffiths. principles of algebraic geometry
eisenbud. geometry of schemes
berndt. symplectic geometry
shafarevich. basic algebraic geometry
harris. algebraic geometry
lang. algebra
choquet-bruhat. analysis manifolds and physics
qing liu. algebraic geometry and arithmetic curves
hatcher. algebraic topology
huybrechts. complex geometry
garrity. electricity and magnetism for mathematicians
nering. elementary linear algebra
eisenbud. commutative algebra
artin. algebra
geroch. mathematical physics
sagan. the symmetric group
etingof. introduction to representation theory
rosenlicht. introduction to analysis
vakil. lecture notes on algebraic geometry
lieb and loss. analysis
narasimhan. complex analysis
gamelin. complex analysis
ahlfors. complex analysis
thompson. calculus made easy
tu. introduction to manifolds
fecko. differential geometry and lie groups for physicists
swinnerton-dyer. analytic theory of abelian varieties
mumford. abelian varieties
landau and lifshitz. a course of theoretical physics
zinn-justin. qft and critical phenomena
coleman. aspects of symmetry
zettili. quantum mechanics
deligne et al. quantum fields and strings
sakurai. quantum mechanics
shankar. quantum mechanics
weinberg. lectures on quantum mechanics
weinberg. quantum theory of fields
schutz. introduction to general relativity
schroeder. thermal physics
sommerfeld. lectures on theoretical physics
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routh. treatise on analytical statics
routh. treatise on the dynamics of particles & system of rigid bodies
bertlmann. anomaliese in qft
hawking and ellis. large scale structure of space-time
peskin. quantum field theory
pathria. statistical mechanics
o'neill. geometry of kerr black holes
whittaker. treatise on the analytical dynamics of particles and rigid bodies
lahiri and pal. first book of qft
ryder. qft
nair. qft
lancaster. qft for the gifted amateur
hori. mirror symmetry
hamilton. gr
takhtajan. qm
hall. quantum theory for mathematicians
schottenloher. mathematical intro to conformal field theory
georgi. weak interactions
hamilton. mathematical gauge theory
quigg. gauge theories of the weak strong
hennaeaux. quantization of gauge systems
haag. local quantum physics
abraham and marsden. foundations of mechanics
di francesco. conformal field theory
cohen-tannoudji. quantum mechanics
dutsch. from classical field theory to qft
kaku. qft
polchinski. string theory
vaid. lqg for the bewildered
woit. quantum theory groups and representations
schwichtenberg. physics from symmetry
siegel. fields4.pdf
thoughts? Im a neet so I can definitely read through all of this
harper collins. if you give a mouse a cookie
>just 100 books
do you mean a physics undergrad from start to finish? Maybe
Physics undergrads don't learn all this shit lmao. Undergrads in general don't go through 100 fricking books.
theoretical physics undergrads do though
no, start here
>The new text-book of Physics: An elementary course in Natural Philosophy by Le Roy Clark Cooley 1880 Edition
I would read this.
https://vdoc.pub/documents/quantum-theory-and-measurement-3a933gtr5ce0
It's edited by john wheeler and Wojciech H. Zurek. It has tons of the original papers by born, heisenberg, the bohr - einstein dialog, the EPR paper, schrodingers papers, clauser shimony holt, aspect, von, Neuman, it's a classic and a must read to understand the early years.
You should read these seminal papers like
Discussion of probability relations between separated systems"
Mathematical Proceedings of the Cambridge Philosophical Society / Volume 31 / Issue 04 /
October 1935
E. Schrödinger
https://www.informationphilosopher.com/solutions/scientists/schrodinger/Schrodinger-1935.pdf
Read bells papers as well . They are collected in a book called speakable and unspeakable. They will have it at most uni libraries. At least read this if nothing else
ON THE EINSTEIN PODOLSKY ROSEN PARADOX
Physics Vol. 1, No. 3, pp. 195-290, 1964 Physics Publishing Co. Printed in the United States
ON THE EINSTEIN PODOLSKY ROSEN PARADOX*
]. S. BELL
https://cds.cern.ch/record/111654/files/vol1p195-200_001.pdf
If he's reading anything about Einstein he should read Herbert Single too since he was considered the foremost expert in Relativity of the time. Maybe op will develop some critical thinking instead of just memorizing a false theory.
>Herbert Single
I meant Herbert Dingle, phone autocorrected his name
I will tell you that these founding fathers under stood the quantum theory better than most of todays dingbats. They were an order of magnitude smarter than the current crop. Except for a few big brains out there like zeilinger.
https://vdoc.pub/download/the-principles-of-quantum-mechanics-3d2c86ti8jjg
The Physics of Quantum Information: Quantum Cryptography, Quantum Teleportation, Quantum Computation is a good one by the way. I am reading it now. It's a bit old, but still good.
https://epdf.pub/the-physics-of-quantum-information-quantum-cryptography-teleportation-computatio.html
Spongebob. Being a Goof
I’mdrunk so unironic answer
Learn algebra, calculus, vector calc, then learn classical and lagrangian calc. Then learn e&m. Then learn linear algebra (maybe just learn tbis after vector calc) and then learn quantum mechanics. You can now learn thermodynamics going into statustical mechanics easily. After this you can learn quantum field theory.
Basically the main thing to learn physics is to learn the pre requisite math beforehand, during my undergrad i learned a lot of the math simultaneously which was a bad idea, but also the only one given tome by my uni. If you can learn the math beforehand the physics is usually quite simple, YOU FRICKING IDIOT moron
Pure math courses are too general and abstract to be useful in learning physics. Physics professors are also infinitely better at teaching math. I wish I never had to take a single math course as an undergrad.
Where the frick did he say you have to learn pure math? All you need is calc, differential equations, linear algebra, and complex analysis if you have extra time. Then stats and numerical analysis if you want to do experiments. I have never read a physics book that explains math better than a good math book. Mostly they just assume you already know it
id say learn math up to differential geoemtry
All of you moronic undergrads missed OP's joke. You don't deserve to post on IQfy.
What joke? I planned something similar but with the history of philosophy/mithology
OP is the moronic undergrad here. He just posted a list of meme books he downloaded which he will never read. Typical IQfy imposter syndrome.
that's
the
joke
theoretical physicists have to unironically read the most books out of all stemcels. Average math phd has read like 10, average string theorist probably around 150
Start with the grammar.
Get a physics dictionary and copy a few words each day. Write it down with an equal sign =. That way you will get clear definitions and understand the concepts. Once you know the grammar you canstart reading. The meaning of the texts will be clear to you, and your understanding Wil grow.
yeah just go read all the books man definitely
I miss wanting to do something. You're probably joking around though.