Differential Equations Book Comparison: Tenenbaum & Pollard vs Boyce & Diprima

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0:00 Availability of Books
0:31 Prerequisites
1:11 Contents of Boyce and Diprima
1:54 Contents of Tenenbaum and Pollard
2:44 Chapter 1 of B&D
4:06 Chapter 1 of T&P
5:51 Chapter 2 of B&D
8:15 Chapter 2 of T&P
10:11 Chapter 3 of T&P
11:07 Chapter 3 of B&D
13:12 Chapter 4 of T&P
15:46 Chapter 6 of B&D
17:59 Chapter 5 of T&P
18:52 Chapter 6 of T&P
19:21 Chapter 7 of B&D
22:13 Chapter 7 of T&P
23:07 Chapter 8 of T&P
24:03 Chapter 11 & 12 of T&P
25:01 Closing Comments About T&P
25:35 Chapter 9 of B&D
27:01 Closing Comments About B&D
28:16 Book Recommendation for Nonlinear DE's

[simonlealbarria]

I need to get myself a Differential Equations textbook and didn't know which one to buy, so this was very useful! Thanks a lot :)

[erickleuro]

@18:36, page 304. T&P elaborate the meaning of the convolution equation in an explicit way which I haven't seen it in any other book. Also, the organization and nomenclature of T&P is amazingly good and efficient

[meteor]

very interesting, deep comparison, thank you

[abd-elrahmanmohamed]

Another very good one is Fundamentals of differential equations by Nagle, Saff and Sinder

[robertovolpi]

Nice and detailed vid.

Like by inspection!

Now it should be nice that every viewer could vote to chose the winner.

My vote for Tenenbaum Pollard.

[MonkeyDLuffy-gdse]

boyce and diprima is a good book if you still have a wood stove.