How to Self-Study Math (Resource Guide)
From 2020–2022, I spent 2 years, 4 months and around 2 weeks dedicated to self-studying Math and Physics - Here’s the challenge that I did during that time (https://www.scotthyoung.com/blog/2023/02/21/diego-vera-mit-challenge-math-physics/). During this time I came across a lot of resources covering a vast array of subjects. Today I’m going to share the most useful ones I found within math specifically (this time around) so that you can reduce the amount of time you spend unnecessarily confused and improve the amount of insight you gather.
Resources can come in different mediums. Audio, Visual, Text, etc…. For the subjects below I’ll be providing a combination of video and text-based resources to learn from.
TABLE OF CONTENTS
- Algebra
- Trigonometry
- Precalculus
- Calculus
- Real Analysis
- Linear Algebra
- Discrete Math
- Ordinary Differential Equations
- Partial Differential Equations
- Topology
- Abstract Algebra
- Graph Theory
- Measure Theory
- Functional Analysis
- Probability Theory and Statistics
- Differential Geometry
- Number Theory
- Complex Analysis
- Category Theory
I’ll also provide the optimal order that I found useful to follow for some of the courses -the ones where I think it matters.
Algebra
Professor Leonard's Intermediate Algebra Playlist
Format: Video
Description: Professor Leonard walks you through a lot of examples in a way that is simple and easy to understand. This is important because it makes the transition from understanding something to applying it much faster.
Another important aspect of how he teaches is the way in which he structures his explanations. The subject is presented in a way that’s simple and motivated.
But, what I like the most about Professor Leonard is the personal connection he has with his audience. Often makes jokes and stops during crucial moments when he thinks others might be confused.
I would recommend this to pretty much anyone starting out learning algebra as it will help you improve practically and conceptually.
Link: https://www.youtube.com/watch?v=0EnklHkVKXI&list=PLC292123722B1B450
Prof Rob Bob Algebra 1 and Algebra 2 Playlists
Format: Videos
Description: Rob Bob uses a great deal of examples which is useful for those trying to get better at the problem-solving aspect of this subject, not just the conceptual aspect. Therefore I would recommend this resource largely to those who want to get better at problem-solving in Algebra.
Link: https://www.youtube.com/watch?v=8EIYYhVccDk&list=PLGbL7EvScmU7ZqJW4HumYdDYv12Wt3yOk
and
https://www.youtube.com/watch?v=i-RUMZT7FWg&list=PL8880EEBC26894DF4
Khan Academy Algebra Foundations
Format: Video
Description: This course is absolutely amazing. It is especially good at structuring explanations in a way that makes things conceptually click. Starting with the origins of algebra and building it from there. I highly recommend this for those who need to better understand the conceptual aspect of Algebra and how concepts within the subject connect.
Link: https://www.youtube.com/watch?v=vDqOoI-4Z6M&list=PL7AF1C14AF1B05894
Trigonometry
Professor Leonard Trigonometry Playlist
Format: Video
Description: This is another course taught by Professor Leonard. And it’s taught in a similar style to the one on Algebra. He maps out the journey of what you’re going to learn and connects one lesson to the next in a way that clearly motivates the subject.
Link: https://www.youtube.com/watch?v=c41QejoWnb4&list=PLsJIF6IVsR3njMJEmVt1E9D9JWEVaZmhm
Khan Academy Trigonometry Playlist:
Format: Video
Description: Sal Khan does a great job at connecting different ideas in trigonometry. This makes it a great resource for trying to improve your conceptual knowledge on the subject.
Link: https://www.youtube.com/watch?v=Jsiy4TxgIME&list=PLD6DA74C1DBF770E7
Precalculus
Khan Academy Precalculus
Format: Video
Description: Another great playlist from Khan Academy. Super clear, and builds all of the concepts from the ground up, leaving no room for gaps. Great for beginners and also for others trying to fill in knowledge gaps.
Link: https://www.youtube.com/watch?v=riXcZT2ICjA&list=PLE88E3C9C7791BD2D
Professor Leonard's Pre-calculus playlist
Format: Video
Description: This playlist carries a very similar style to the other resources mentioned by Professor Leonard. Simple, motivated and easy to follow, with lots of examples. Making it a good resource for improving practical and conceptual understanding.
Link: https://www.youtube.com/watch?v=9OOrhA2iKak&list=PLDesaqWTN6ESsmwELdrzhcGiRhk5DjwLP
Optimal Sequence in My Opinion:
Khan Academy → Professor Leonard
Calculus
Professor Leonard Calculus Playlists
Format: Video
Description: Professor Leonard goes through a ton of examples and guides you through them every step of the way, ensuring that you aren’t confused- we mentioned him as a resource for learning the previous subjects as well. He has 3 playlists on calculus, ranging from Calc I, and Calc II to Calc III.
Link: https://www.youtube.com/watch?v=fYyARMqiaag&list=PLF797E961509B4EB5
The Math Sorceror Lecture Series on Calculus
Format: Video
Description: The Math Sorceror makes a lot of funny jokes along the way as well-which keeps the humour up. But what’s most useful about his series is that he hardly leaves any gaps when explaining concepts, and isn’t afraid to take his time to go through things step by step.
Link: https://www.youtube.com/watch?v=0euyDNGEiZ4&list=PLO1y6V1SXjjNSSOZvV3PcFu4B1S8nfXBM
Multi-variable and Single-variable Calculus Lectures by MIT
Format: Video
Description: These lectures dive deep into the nuances of calculus. I found them to be harder to start with in comparison to other calculus resources- though this is likely because these videos assume a great deal of mastery over the pre-requisite material. However, they do have a lot of great problems listed on the site.
Link: https://www.youtube.com/watch?v=7K1sB05pE0A&list=PL590CCC2BC5AF3BC1
and
https://www.youtube.com/watch?v=PxCxlsl_YwY&list=PL4C4C8A7D06566F38
3Blue1Brown essence of calculus series
Format: Video
Description: I would recommend this to anyone starting out. Minimal Requirements. Very good to get a basic overview of the main idea of calculus. Lots of ‘aha’ moments that you won’t want to miss out on.
Link: https://www.youtube.com/watch?v=WUvTyaaNkzM&list=PL0-GT3co4r2wlh6UHTUeQsrf3mlS2lk6x
Optimal Sequence in My Opinion
3Blue1Brown → Prof Leonard and Math Sorceror → MIT Lectures with Problem sets.
Real Analysis
Stephen Abbott Introduction to Analysis
Format: Text
Description: This book is likely the best analysis book I’ve come across. It’s such an easy read, and the author really tries to make you understand the thought process behind coming up with proofs. Would recommend it to those struggling with the proof-writing aspect of Real Analysis and anyone trying to get a better intuition behind the motivation behind concepts.
Link: https://www.amazon.ca/Understanding-Analysis-Stephen-Abbott/dp/1493927116
Francis Su Real Analysis Lectures on Youtube
Format: Video
Description: This course gives a great perspective on the history of math and how ideas within the subject developed into the subject that we now know as Real Analysis. The professor is patient and doesn’t skip steps (really important for a subject like real analysis). These videos are great for developing intuition.
Link: https://www.youtube.com/watch?v=sqEyWLGvvdw&list=PL0E754696F72137EC
Michael Penn Real Analysis Lectures on Youtube
Format: Video
Description: I really like the way in which the topics are covered in this video series. He makes separate videos for each concept- which makes things clearer, and also walks you through each of the proofs step by step — really useful if you need to remember them.
Link: https://www.youtube.com/watch?v=L-XLcmHwoh0&list=PL22w63XsKjqxqaF-Q7MSyeSG1W1_xaQoS
Linear Algebra
3Blue1Brown Linear Algebra
Format: Video
Description: In a similar style to other 3Blue1Brown videos, this series is sure to make your neurons click and will certainly provide you with a lot of insight. Great for those seeking to get a general overview of the subject.
Link: https://www.youtube.com/watch?v=fNk_zzaMoSs&list=PLZHQObOWTQDPD3MizzM2xVFitgF8hE_ab
Gilbert Strang Linear Algebra MIT Lectures and Recitations
Format:
Description: I believe these videos are a great option for those interested in learning linear algebra without the nitty gritty proofs. One of my favourite things about the course is the fact that he walks you through each concept step by step and constantly engages the audience with questions. He has great humour too- which you’ll notice as you go through the lectures. Given that this is one of the more popular courses on MIT Open Courseware, there are lots of problem sets stored from previous years that you can work through- a great side bonus. There are also great recitations that come with the course, which provide a lot of examples.
Link: https://www.youtube.com/watch?v=QVKj3LADCnA&list=PL49CF3715CB9EF31D
Recitations: https://www.youtube.com/watch?v=uNKDw46_Ev4&list=PLD022819BC6B9B21B
Linear Algebra Done Right by Sheldon Axler
Format: Text
Description: This book is great for getting a handle on the more advanced aspects of linear algebra. Very proof-based. Especially useful if you want a mathematician's perspective on the subject, where proofs form the backbone of what’s being taught.
Link: https://www.amazon.ca/Linear-Algebra-Right-Undergraduate-Mathematics-ebook/dp/B00PULZWPC
Optimal Sequence in My Opinion:
3Blue1Brown → Gilbert Strang → Linear Algebra Done Right by Sheldon Axler.
Discrete Math
MIT Mathematics for Computer Science (Discrete Math)
Format: Video
Description: This lecturer often comes up with real-life (sometimes funny) scenarios where you can readily apply the concepts learned in the course. This course also has a lot of problem sets that cover concepts with a fair bit of variability- great for developing problem-solving abilities.
Link: https://www.youtube.com/watch?v=L3LMbpZIKhQ&list=PLB7540DEDD482705B
Trev Tutor Discrete Math Series
Format: Video
Description: This course is split up into two playlists Discrete Math 1 and Discrete Math 2. My favourite part about this is how simple and clear the explanations are. He also provides a ton of examples. Would recommend it to anyone, beginner or advanced.
Link: https://www.youtube.com/watch?v=tyDKR4FG3Yw&list=PLDDGPdw7e6Ag1EIznZ-m-qXu4XX3A0cIz
and
https://www.youtube.com/watch?v=DBugSTeX1zw&list=PLDDGPdw7e6Aj0amDsYInT_8p6xTSTGEi2
Deep Dive into Combinatorics playlist by Mathemaniac
Format: Video
Description: This playlist focuses heavily on the combinatorial aspect of Discrete math. It has lovely visuals and interesting perspectives in this video playlist. The downside though is that this playlist does not contain all the necessary concepts- but it’s a good place to start for intuition.
Link: https://www.youtube.com/watch?v=ied31kWht7Y&list=PLDcSwjT2BF_W7hSCiSAVk1MmeGLC3xYGg
Optimal Sequence in My Opinion:
Trev Tutor Series → Mathemaniac → MIT Discrete Math Course
Ordinary Differential Equations
The Math Sorceror Lecture Series
Format: Video
Description: This is one of my favourite Ordinary Differential Equation courses. The Math Sorceror has tremendous humour, engages with his students and the best part is that he works through many variations of examples in the lectures and always stops to review concepts in order to make sure the audience stays on track.
Link: https://www.youtube.com/watch?v=0YUgw-VLiak&list=PLO1y6V1SXjjO-wHEYaM-2yyNU28RqEyLX
Professor Leonard Lecture Series
Format: Video
Description: This course is presented in a very similar way to the other courses Professor Leonard has taught on this list. He goes through lots of examples, he’s patient and reviews the simpler concepts during each lecture, in order to ensure that you don’t get lost.
Link: https://www.youtube.com/watch?v=xf-3ATzFyKA&list=PLDesaqWTN6ESPaHy2QUKVaXNZuQNxkYQ_
MIT Differential Equations Lectures and Problems
Format: Audio
Description: In my opinion, the main benefit of this course is the vast amount of problems in it- especially if you go to older versions of the course. The lectures are okay, but a bit old since they were recorded over 20 years ago. The other great benefit is that they have recitations that come with it- great for developing problem-solving skills.
Link: https://www.youtube.com/watch?v=XDhJ8lVGbl8&list=PLEC88901EBADDD980
Recitations: https://www.youtube.com/watch?v=76WdBlGpxVw&list=PL64BDFBDA2AF24F7E
3Blue1Brown Differential Equations Lecture Series
Format: Video
Description: Again, like many 3blue1brown videos, I would totally recommend this to start and get a general intuitive overview of the subject. It gives great insights, but should definitely be supplemented with other more in-depth resources.
Link: https://www.youtube.com/watch?v=p_di4Zn4wz4&list=PLZHQObOWTQDNPOjrT6KVlfJuKtYTftqH6
Optimal Sequence in My Opinion
3Blue1Brown → Professor Leonard And The Math Sorceror → MIT Differential Equations Playlist
Partial Differential Equations
MIT Partial Differential Equations Notes and Problems
Format: Text
Description: The greatest benefit from this course is the different variations of problems that it provides- they really hit the spot. The lecture notes are also good- although some concepts can be hard to follow.
Link: https://ocw.mit.edu/courses/18-303-linear-partial-differential-equations-fall-2006/
Commutant Partial Differential Equations Youtube Playlist:
Format: Video
Description: This playlist has a unique, intuitive way of representing concepts. The only downside I see with this playlist is that it’s quite limited in the concepts that it covers, as it only goes over the most basic ones. But it’s great for developing intuition and having a bit of a sense of how the problems go.
Link: https://www.youtube.com/watch?v=LYsIBqjQTdI&list=PLF6061160B55B0203
Evan’s P.D.E Textbook
Format: Text
Description: This is the gold standard textbook when it comes to partial differential equations. It’s quite rigorous and in order to better understand it you will need to first understand the subjects of Real Analysis and Measure theory.
Link: https://www.amazon.ca/Partial-Differential-Equations-Lawrence-Evans/dp/0821849743
Optimal Sequence in My Opinion:
Commutant Videos → MIT PDE’s resource → Evan’s P.D.E
Topology
Schaums Topology Outline
Format: Text
Description: Lovely book. Clear explanations and lots of problems.
Link: https://www.amazon.com/Schaums-Outline-General-Topology-Outlines/dp/0071763473
Fred Schuller Topology Videos (Geometrical Anatomy Anatomy of Theoretical Physics Lectures)
Format: Video
Description: I would without a doubt say that Frederich Schuller is the best professor I’ve encountered, period. In a course he was teaching on Differential Geometry he left a few videos to cover the pre-requisite Topology necessary in order to understand what was going on. It’s insightful rigorous, and always gives you unique perspectives.
Link: https://www.youtube.com/watch?v=1wyOoLUjUeI&list=PLPH7f_7ZlzxTi6kS4vCmv4ZKm9u8g5yic&index=4
Optimal Sequence in My Opinion:
Fred Schuller → Schaums Topology.
Abstract Algebra
Abstract Algebra: A Computational Introduction by John Scherk
Format: Text
Description: I would say that this is my favourite book on Abstract Algebra, it contains a lot of great examples and provides a great deal of intuition throughout, while still maintaining rigour.
Link: https://www.amazon.ca/Algebra-Computational-Introduction-John-Scherk/dp/1584880643
Math Major Algebra Lecture series on Youtube
Format: Video
Description: Contains most concepts that you are going to need when learning Abstract Algebra- except for Galois theory. Really great video quality is taught on a blackboard and goes through the steps thoroughly.
Link: https://www.youtube.com/watch?v=j5nkkCp0ARw&list=PLVMgvCDIRy1y4JFpnpzEQZ0gRwr-sPTpw
Abstract Algebra Harvard Lecture Series on Algebra
Format: Video
Description: Contains great insights and goes through a lot of the formal proofs in the subject. However, the downside is that sometimes the professor deems things trivial- that aren’t in my opinion.
Link: https://www.youtube.com/watch?v=VdLhQs_y_E8&list=PLelIK3uylPMGzHBuR3hLMHrYfMqWWsmx5
Optimal Sequence in My Opinion:
Abstract Algebra a Computational Approach and Math Major Abstract Algebra → Abstract Algebra Lecture Series by Harvard
Graph Theory
Graph Theory Videos by Reducible
Format: Video
Description: These videos are great for getting a bit of intuition on Graph Theory. Recommended for beginners- and anyone trying to get a high-level overview of the subject, but it doesn’t dive deep into the details.
Link: https://www.youtube.com/watch?v=LFKZLXVO-Dg
William Fiset Graph Theory Lectures
Format: Video
Description: This series is more focused on graph theory and algorithms- which means this would be a great choice for those interested in the intersection between graph theory and computer science. It goes through concepts step by step and walks you through a lot of code.
Link: https://www.youtube.com/watch?v=DgXR2OWQnLc&list=PLDV1Zeh2NRsDGO4--qE8yH72HFL1Km93P
Wrath of Math Graph Theory Lecture Series
Format: Video
Description: This course is great, especially if you’re starting out. It has a lot of depth, nice visuals and goes through lots of examples.
Link: https://www.youtube.com/watch?v=ZQY4IfEcGvM&list=PLztBpqftvzxXBhbYxoaZJmnZF6AUQr1mH
Optimal Sequence in My Opinion:
Reducible → Wrath of math → William Fiset
Measure Theory
Fred Schuller Measure Theory Videos
Format: Video
Description: Again, one of my favourite professors is on the list. These Measure Theory videos are gold. Measure theory is hard to understand at first but the way in which Fred Schuller presents the subject makes understanding it seamless. Anyone trying to understand Measure Theory NEEDS to watch this.
Link: https://www.youtube.com/watch?v=6ad9V8gvyBQ&list=PLPH7f_7ZlzxQVx5jRjbfRGEzWY_upS5K6&index=5
Functional Analysis
Fred Schuller Functional Analysis Videos
Format: Video
Description: These are a few selected videos from Fred Schuller’s Quantum Mechanics course that covered Functional Analysis. Much like his other videos, these are amazing and a must-watch. He provides interesting perspectives and displays the concepts in an intuitive way- always.
Link: https://www.youtube.com/watch?v=Px1Zd--fgic&list=PLPH7f_7ZlzxQVx5jRjbfRGEzWY_upS5K6&index=2
MIT Functional Analysis Video Series and Problem Sets
Format: Text
Description: Awesome problems for learning Functional analysis. The video lectures go through all the proofs in detail but I often found them hard to follow.
Link: https://www.youtube.com/watch?v=uoL4lQxfgwg&list=PLUl4u3cNGP63micsJp_--fRAjZXPrQzW_
Optimal Sequence in My Opinion:
Fred Schuller Functional Analysis Video → MIT Functional Analysis Video Series
Probability Theory and Statistics
MIT Probabilistic Systems and Analysis Lectures by John Tsitsiklis
Format: Video
Description: One of my favourite parts of this series is the intuition that’s provided in each lecture. He uses analogies and numbs down each concept for you. Another useful thing is the quality and quantity of problems in the course as well as the recitation videos that walk you through problems.
Link: https://www.youtube.com/watch?v=j9WZyLZCBzs&list=PLUl4u3cNGP60A3XMwZ5sep719_nh95qOe
MIT Applications of Statistics by Phillippe Rigolette.
Format: Video
Description: This lecture series gives multiple interesting perspectives on the subject. He starts the beginning of the course with a clear motivation for what’s going to be covered and frequently hints at interesting applications of statistics throughout the course. He also does not leave out any of the formalities and ensures that it gets covered.
Link: https://www.youtube.com/watch?v=VPZD_aij8H0&list=PLUl4u3cNGP60uVBMaoNERc6knT_MgPKS0
Optimal Sequence in My Opinion:
Probabilistic Systems and Analysis Lecture Series → Applications of Statistics Lectures
Algebraic Topology
Pierre Albin Lectures on Youtube
Format: Video
Description: I love these lectures. Pierre Albin is one of the clearest professors I’ve found. He walks through lots of examples and builds Algebraic Topology from the ground up by diving into a bit of the history as well. The course also contains problem sets — but with no solutions, unfortunately.
Link: https://www.youtube.com/watch?v=XxFGokyYo6g&list=PLpRLWqLFLVTCL15U6N3o35g4uhMSBVA2b
Princeton Algebraic Topology Qualifying Oral Exams
Format: Text
Description: These were past oral qualifying exams from Princeton. They have information about problems asked of the students and how they responded. They are great for getting a sense of the problems at a high level.
Link: https://web.math.princeton.edu/generals/topic.html
Optimal Sequence in My Opinion:
Pierre Albin Lecture Videos and Problems → Princeton Algebraic Topology Qualifying Oral Exams
Algebraic Geometry
Algebraic Geometry lectures by the University of Waterloo:
Format: Video
Description: Great lectures, with really nice intuition provided. The only downside I find is that there are some missing lectures in the playlist, which is unfortunate. — There are also not as many examples (another downside).
Link: https://www.youtube.com/watch?v=93cyKWOG5Ag&list=PLHxfxtS408ewl9-LVI_yWg95r7FnJZ1lh
Princeton Graduate Algebraic Geometry Qualifying Exams:
Format: Text
Description: This is a list of compiled questions that were asked on an oral Princeton qualifying exam. They are really good for spotting the kind of patterns used in solving problems. And because they have solutions this will be a good list to go through if you are trying to develop your procedural skills on the subject.
Link: https://web.math.princeton.edu/generals/topic.html
Differential Geometry
Fred Schuller Geometrical Anatomy of Theoretical Physics
Format: Video
Description: Again, one of my favourite professors here again on the list. Just like in the other courses he’s taught on this list, there is so much intuition and insight to be gained here. He goes through examples as well, but I think the most valuable thing about this course is the perspectives he gives you.
Link: https://www.youtube.com/watch?v=V49i_LM8B0E&list=PLPH7f_7ZlzxTi6kS4vCmv4ZKm9u8g5yic
Number Theory
Michael Penn Number Theory Lectures
Format: Video
Description: This is the best Number Theory course that I’ve come across. The videos are recorded at high quality, and importantly Michael Penn goes through lots of examples and doesn’t skip steps.
Link: https://www.youtube.com/watch?v=IaLUBNw_We4&list=PL22w63XsKjqwn2V9CiP7cuSGv9plj71vv
MIT Number Theory Problem Sets
Format: Text
Description: These problem sets have a great deal of clever problems, which is great for applying concepts in nuanced ways.
Link: https://ocw.mit.edu/courses/18-781-theory-of-numbers-spring-2012/
Complex Analysis
Math Major
Format: Video
Description: The thing I like the most about this series is the fact that he goes through the proofs in the course step by step. The editing and quality of the videos are also nice add-ons.
Link: https://www.youtube.com/watch?v=OAahmA7lr8Q&list=PLVMgvCDIRy1wzJcFNGw7t4tehgzhFtBpm
qncubed3
Format: Video
Description: The most important aspect of this resource is the fact that it works through lots of examples, which shows you how to use the most important theorems and techniques of complex analysis- especially integration.
Link: https://www.youtube.com/watch?v=2XJ05O4n5eY&list=PLD2r7XEOtm-AgQStjv6dkhiidEMcp3ey5
Mathemaniac
Format: Video
Description: Uses wonderful graphical visualizations. Another great resource for getting intuition- specifically.
Link: https://www.youtube.com/watch?v=LoTaJE16uLk&list=PLDcSwjT2BF_UDdkQ3KQjX5SRQ2DLLwv0R
Welch Labs Imaginary Numbers are real
Format: Video
Description: I would say that this is my favourite math playlist ever- I even teared up a bit at the end. The visualizations and intuitions presented here are unheard of. You don’t want to miss out on this, trust me.
Link: https://www.youtube.com/watch?v=T647CGsuOVU&list=PLiaHhY2iBX9g6KIvZ_703G3KJXapKkNaF
MIT Open Courseware Complex Analysis for Problem Sets
Format: Text
Description: Tons of problems to go through here. This will be useful for developing patterns of when and what to apply under given scenarios.
Link: https://ocw.mit.edu/courses/18-04-complex-variables-with-applications-spring-2018/
Optimal Sequence in My Opinion:
Welch Labs Imaginary Numbers are Real series → Mathemaniac → Math Major and qncubed3 → MIT Problem sets
Category Theory
A sensible introduction to Category Theory by Oliver Lugg
Format: Video
Description: This is a great video if you want to get a general overview of the most important ideas in the subject. It’s a must-watch if you are starting out.
Link: https://www.youtube.com/watch?v=yAi3XWCBkDo
Introduction to Category Theory video by Eyesmorphic
Format: Video
Description: Similar to the first recommendation, this video will give you a great intuition and overview of category theory. Doesn’t go into the details, but that’s not the point of the video (it’s to give you a good intuition of the subject). My favourite part about this is the visuals he makes (really beautiful)
Link: https://youtu.be/FQYOpD7tv30?si=_5MijdbldS2_KRk-
Introduction to Category Theory video by Feynman’s Chicken
Format: Video
Description: Similar to the previous two resources, I also wanted to mention this one as an introduction to the subject. It’s one video, and it gives a nice overview of category theory, how it connects different fields and even walks you through (at a high level) some of the more basic proofs. Good for starting out.
Link: https://www.youtube.com/watch?v=igf04k13jZk
MIT Category Theory Lectures:
Format: Video
Description: The lectures are clear, concise and often present you with interesting applications of Category Theory in the real world. I Would recommend it to those trying to dive a little bit deeper into the math behind it
Link: https://www.youtube.com/watch?v=UusLtx9fIjs&list=PLhgq-BqyZ7i5lOqOqqRiS0U5SwTmPpHQ5
Optimal Sequence in My Opinion:
A Sensible Introduction to Category Theory by Oliver Dugg → Introduction to Category Theory by Eyesmorphic → Introduction to Category Theory by Feynman’s Chicken → Category Theory lecture series by MIT
This is the first of many resource guides I plan on making for different subjects within Science and Tech.
Note: In the future, I also plan to add more resources and courses to this Math Guide — so watch out for that.
