Are you an aspiring math major, but don't know what your field of study should be? Consider using this flow chart to help determine what you should focus on!

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Are you an aspiring math major, but don't know what your field of study should be? Consider using this flow chart to help determine what you should focus on!

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Exploring the Universe: Penrosian Perspectives on Space, Time, and Reality
Sir Roger Penrose's concepts have transformed our perception of the universe, from the microcosmic intricacies of quantum mechanics to the vast structures of cosmology.
Penrose's insights into space and time are most evident in his work on singularities. His collaboration with Stephen Hawking led to the Penrose-Hawking singularity theorems, which provided a solid mathematical basis for the existence of singularities in black holes. These theorems showed that under certain conditions, gravitational collapse is inevitable, leading to points where the curvature of space-time becomes infinite. This work fundamentally changed our understanding of black holes and their role in the universe.
In an effort to unify quantum mechanics and general relativity, Penrose developed the twistor theory. This mathematical framework transforms geometric objects in Minkowski space into a complex space, offering a new perspective on the fundamental structure of space and time. Although the twistor theory has not yet achieved its goal of unification, it has significantly influenced areas such as algebraic geometry and representation theory.
Penrose's conformal cyclic cosmology posits that the universe goes through infinite cycles, with each cycle beginning with a Big Bang and ending in an exponentially expanding phase. This theory challenges traditional cosmological models by suggesting that traces of previous universes may be observable in our own universe. Conformal cyclic cosmology offers a unique lens through which to view cosmic history, with an emphasis on continuity rather than singularity at the Big Bang.
Penrose has also ventured into the realm of consciousness with his theory of Orchestrated Objective Reduction, which he developed together with Stuart Hameroff. This theory proposes that quantum processes in the brain's microtubules contribute to consciousness, thus providing a potential bridge between physical phenomena and conscious experience. Although the theory of Orchestrated Objective Reduction is controversial, it underscores Penrose's willingness to explore interdisciplinary connections between physics and cognitive science.
Beyond technical contributions, Penrose's work invites philosophical reflections on the nature of reality itself. His theories suggest a universe in which mathematical structures underlie physical phenomena and reflect an internal order that transcends empirical observation. This perspective is consistent with his broader philosophical investigations into the interplay of mathematics, physics, and human consciousness.
Sir Roger Penrose (Curt Jaimungal, Theories of Everything, September 2024)
Wednesday, October 2, 2024
the things i have to do to convince myself to do maths
Vincent Van Gogh's art Style in the starry night looks like divergence and curl in a vector field with stars being sources and sinks
Holy frick
Emmy Noether was born on March 23, 1882. A German mathematician who made many important contributions to abstract algebra. She discovered Noether's theorem, which is fundamental in mathematical physics. She was described by Pavel Alexandrov, Albert Einstein, Jean Dieudonné, Hermann Weyl and Norbert Wiener as the most important woman in the history of mathematics. As one of the leading mathematicians of her time, she developed some theories of rings, fields, and algebras. In physics, Noether's theorem explains the connection between symmetry and conservation laws.

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Space time geo exam is done!! My lecturer uploaded the resit paper instead of our paper so we had to wait 20 mins to get our actual paper. The paper went better than I expected. We have 5 questions in which you have to choose 3 to do. One of the question was given in a past tutorial sheet so my first choice was easy. Also there was two past tutorial questions as part of two big questions so I decided to choose those to answer.
How to Survive the First Year of a Physics degree
~A summary of first year~ What to do and what not to do
Itâs about that time of year when the year 13s and gap yah students are starting to think about the new chapter of their life that will (pandemic allowing) commence in Autumn. First year. Iâve just submitted my last piece of coursework for the year, in my Mathematical Physics degree at the University of Edinburgh, and I feel Iâve learnt so much this year. Not just calculus and quantum mechanics, but I mean life stuff. As well as a lot of physics and maths, that is.
Tip 1 - donât do all the work. Yes, I know your lecturers have told you the importance of working. I know your lecturers have told you to do all the exercises in the textbook as reading before the lectures. Yes I know it seems like everyone else has done all the exercises. But no, you donât need to. I started off first semester on a course called Introduction to Linear Algebra, and in each of our reading guides were a list of exercises to do in the textbook - usually âdo all the odd numbers exercises from chapters 1-2, plus question 34 and 40âł and Iâd stay up until like 3am every day working through them as there were about 50-60 exercises per chapter, and a few chapters per week, and I was like âoh my god. How is everyone getting everything done, how is everyone doing all of this?â and when I got texts from people like âhey becky have you done question 17 yetâ âhave you read chapter 2âČ but no no no and no. Yes, someone else *may* have done question 17, it doesnât mean you have to. Pick the most important exercises to do, pick the ones you donât understand really how to do, spend time learning the techniques behind problem solving and donât just do questions for the sake of doing questions. I ended up just being like *nope* and just picking, sometimes only about 5 questions (rather than 120...) and doing them properly, and I got 94% on that course so - you donât *need* to do it all to do well.
The key thing I learnt in semester 1 was -Â you have as much work to do as you want to do. If you finish all your work, youâll find more to do, so the thing you have to learn is what the right amount of work is *for you* not for your friend, not for your course mates, not for that person who keeps asking you the answers to the hand ins x y and z, for you.
Tip 2 - donât take extra courses unless you have to
I inflicted extra course credits on myself, meaning I was taking 1/3 more courses than most (I think all...) people in my year. My advice - donât. It may make you, or even other people think youâre âacademically drivenâ or something, but in reality, it means your spreading yourself too thin and you donât have the time to invest in other stuff, like reading around the bits you find interesting. Just because you *can* take extra courses donât mean you *should*.
Tip 3 - ask questions I have become *known* in my yeargroup, in the School of Physics, by my lecturers and TAs and tutors, for being literally the first person to ask questions. Iâve had drunk classmates come up to me on pub crawls saying âomg Becky thanks for asking those questions in lectures, I was too scared to ask but I didnât understand that either,â - trust me, youâre not the only one who doesnât understand something. The general rule of thumb is, in the lectures, if your lecturer is up for answering questions (some lecturers on content heavy course are very pushed for time so prefer questions at the end), then stick to those questions about the content of the course - eg. clarifying something on the slides, asking for them to explain a concept you donât get. If you want to know something *extra* that isnât on the syllabus but youâre curious about knowing, go up to them at the end for that, or drop them an email, or if itâs too long to put in an email, ask to see them in their office. Trust me when I say, once youâve established a relationship with the people who teach you, itâs much easier to ask them stuff. Once you get to know whoâs good at answering questions, and who isnât so good at answering questions, and you have a lil circle of people you can go ask stuff, it becomes a lot easier.
On a side note, sometimes the best people to ask your questions to are you TAs/tutors. Theyâre usually PhD students and so theyâve done this stuff a lot more recently, and remember more recently being a student, so they can be a good person to ask and often have more time and are more chill than lecturers and easier to approach if youâre intimidated by Chair-Royal-Professor-Sir-MBE because you donât want to look âstupidâ, then try asking the TAs.
This has become quite a long post... so Iâll stop here for now, but I will have more general adjusting to uni posts coming up throughout the summer, so stay tuned.
My DMs & Asks are always open if you have any questions about studying physics or studying at Edinburgh or studying Physics at Edinburgh ;)
Becky :)
When I find myself in times of trouble, Eugene Butkov comes to me Speaking words of wisdom, power series.