Reading
Teaching Myself To Read Effectively
My efforts at Digitizing Books
THIS! Sort of at EdPuzzle.com
This list is not necessarily visited that often, they just seemed interesting at the time and I might eventually get around to reading them. For now, I'll forget about them and remember later that I thought about them! On with the show…
Udacity and Coursera allow you to cache their videos using their iOS apps. Mmm…seems good, lets you adjust playback speed. Coursistant is another option. PICK ONE AND MOVE ON.
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Below is a collection of blog-quality ramblings on the topic, which I suppose are intended more to attract like-minded people than to convince the skeptical.
(The skeptical should refuse to be convinced until they see more examples.) – Bret Victor, on
Killing Math
* I really want to understand the language of math. Wow. The post at the end of the above doc cites Strogatz' Nonlinear Dynamics and Chaos, emphasizing using geometric methods to understand a differential equation (vector fields)
On Learning
I read a paper on learning by Alan Kay
The Future Of Reading, and specifies that learning should be explorative (like Montessori, Papert, and others have discerned) and led by a good tutor that provides invisible structure…then investigates how far we are in getting computers to fill in that role.
(metnioned by above paper)
Teaching Problem Solving to Navy IT trainees as a part of a company called
Acuitus, which is automating the education and reducing training time by an order of magnitude.
Learning is inherently rewarding. Need a concept focus, not a fact focus. Ask the student to explain the concepts. Teachers asking questions is often better than making statements
People will happily practice given a safe environment, problems at a good difficulty, a continuous stream of problems
From a Quora thread on Learning and learning advanced mathematics
One of the main skills of research scientists of any type is knowing how to work comfortably and productively in a state of confusion.
When trying to understand a new thing, you automatically focus on very simple examples that are easy to think about, and then you leverage intuition about the examples into more impressive insights.
You don't get a lot of time to gloat as a mathematician. Once you learn something, you move onto the next thing.
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On Doing Exercises
“He who knows only his own generation forever remains a child.” –-Cicero
From Visual Group Theory: “The following exercises are thought experiments to help you understand the concepts just discussed. With mathematics and similar scientific endeavors, the exercises usually require some thought, and therefore take more time than the reading itself. Although you can appreciate the material with a quick reading, you can know it intimately only with lengthier consideration. Therefore, do not be discouraged if the exercises take some time; this is normal. Also, feel no shame looking up the answers to a few exercises in the Appendix to get the idea for how to complete them.”
Finding a good book (for me)
Finding Good Similar Books/Blogs/Articles
What is important for me is almost a direct connection with the author, almost like we were sitting right next to each other and talking about the subject. I ask a question, they answer it in the next paragraph, etc. I like to find authors that write like this.
There's no automated tool for finding these books yet, since it's such a huge (people-wise) and difficult (AI-wise) project. I think Google is starting on it with Google Books.
A great way to do this is finding people who talk like you talk. I use a Google Custom Search Engine that only searches sites like Reddit, Quora, good blogs, etc. so that I don't have to wade through the “popular” cruft that isn't actually that meaty!
https://cse.google.com/cse?cx=015271634920807569686:23w0sc_zfe4
Getting Access To Books
The Plan
Learning and Remembering
Optimize for energy spent, not time spent doing it. Also, might be good to exercise during lunchtime to boost ability to stay focused / enjoy work.
Relearn how to learn and remember effectively. Doug Engelbart thinks it's the place to focus the most effort so that less effort is wasted in redoing your notes later!
It's kind of like the importance of learning how to shoot a basketball the “right” way. You might see faster improvement shooting the wrong way, but you'll never be as good as the guys that practice the right way for a long time. Note, the “right” way at the time might not always be the most right, as in the case of the Fosbury Flop! INSERT IMAGE HERE
We have a tendency today to only accept things that are easy to learn, and natural to use. Since when is that the most effective way to do things?
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Studying not just for classes, but for the work world too! How do ya do that…?
Probably should take notes using LaTeX (or the wiki for that matter) so that you can keep a digital copy easily. See
Taking Notes
The Reading
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Add explanation (or at least a link) to friction sliding example (
1,
2)
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Spivak Calculus, more an introduction to real analysis. More passioned commenters soon.
Linear Algebra with Strang + video lectures? At least the homeworks
Machine Learning Class
Information Theory. Shannon's original paper,
Pierce, then
Reza.
Politics and the English Language (by Orwell)
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Essential Cell Biology, the cell book that Nick (your brother) recommended. Has side panes that show the experiments behind the conclusions that are made about the cell.
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Take a break with:
The Joy Of X, a book by Cornell professor about really cool mathematical and physics insights that are important to understand and motivate math understanding.
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Computational Science and Engineering / Mathematical Methods for Engineers
Redo probability, especially with regard to random processes. I like…took the class too >.< Hopefully you will find some more motivating examples!
Differential Equations, important, but for some reason not that interested. Maybe do it graphically?
ODE by Tenenbaum (Dover, highly recommended), or maybe title by Devaney
Differential Equations and Their Applications: An Introduction to Applied Mathematics, maybe, seems more theoretical / rigorous
Linear Programming / Optimization? Finish the bridge optimization project
Anant Agrawal's edX course on circuits. Still sorta don't get how to use an op-amp effectively!
Calculus of Variations / Optimal Control Theory (finish the car skidding around a turn question)
…
Cal Newport liked
You Are Not A Gadget, talking about how open-source things are not as good as privately developed things. On WILINET in e-book form.
Might get to eventually
AI, eh, we'll see
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Studying logic was also recommended by Paul Washer (preacher). I think he was referring to Rev. Isaac Watts book on the topic (showed a teacher teaching schoolchildren this
really hard stuff!): Logic: The Right Use of Reason in the Inquiry After Truth. Another book of his (
The Improvement of the Mind) inspired Michael Faraday to understand things at a young age.
The
ArtOfLogic.org uses Isaac Watts' books as a foundation for their courses.
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Tips of things to watch by Mel Siegel:
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Most of the books I have either bought or found copies of and have them in PDF form.
ROUND 3
Fibonacci Sequence
ROUND 2
CLEANING UP THE TABS SO I CAN USE CHROME AGAIN
Math (Linear Algebra, ….), CS (AI (especially Norvig's book), and another one on Amazon that you added to cart)
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I really would like to read Dover Publications Math or CS books…including
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Mathematics and the Physical World
Essential Calculus with Applications
Linear Algebra by Shilov
Combinatorial Optimization: Algorithms and Complexity
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Science Fiction
Electrical Engineering
Programming
. Excellent book! Wish I could find more like this one. Goes over with good examples neural networks, bayesian filtering (how it works for single keyword spam filtering but not double-word spam filtering…not sure how you fix that one yet). Plus a little on SVM's and Kernel Methods. Mostly for data mining, but very real examples you could definitely make yourself and extrapolate.
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The human brain never ceases to amaze me.
“A huge fraction of our brain is devoted to vision. One of the neglected features of our visual system is that the raw image falling on the retina is severely blurred: while most people can see with a resolution of about 1 arcminute (one sixtieth of a degree) under any daylight conditions, bright or dim, the image on our retina is blurred through a point spread function of width as large as 5 arcminutes (Wald and Grin, 1947; Howarth and Bradley, 1986). It is amazing that we are able to resolve pixels that are twenty-five times smaller in area than the blob produced on our retina by any point source.”
David MacKay, Information Theory, Inference and Learning Algorithms, p. 565
My Walk
Cooking
Physics
Design
Music
Invention/Innovation
Electronics
Analog
Best PDF/Book I've found on getting into the math behind analog circuits and provides some very practical examples of why you need to know this stuff!
Digital
Science