Ask HN: Can you suggest advanced books on all type differential equations?

#1

Post by ghosthamlet » Thu, Oct 19, 2023, 3:28 AM UTC

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Re: Ask HN: Can you suggest advanced books on all type differential equations?

#2

Post by sargstuff » Thu, Oct 19, 2023, 3:58 AM UTC

Particular branch of math (geo/algebra/logic/linear/non-linear)/non-math disciplines (science,engineering, statistics, communication, etc)

Re: Ask HN: Can you suggest advanced books on all type differential equations?

#3

Post by sargstuff » Fri, Oct 20, 2023, 10:48 PM UTC

google spreadsheet is an automated way to maximize coverage/effort, perhaps with GPT interface. Google spreadsheet api does have better internet acces/storage capacity[0][1][3] than typical pc box. Rate limited text/phone plan suggested. Something about a reference pointer of address [4][2] comes to mind. Unverified how much NP coverage automation can provide.

[0] : "Comprehensive List of Mathematical Symbols: Complete Version" by M ath Vault

[1] : https://aplwiki.com/wiki/Comparison_with_traditional_mathema...

[3] : The economics of programming languages : http://www.youtube.com/watch?v=XZ3w_jec1v8

[4] : https://en.wikipedia.org/wiki/The_Hitchhikers_Guide_to_the_I...

[2] : https://archive.org/details/s01e00hhgttgdouglasadamsbbcboo

Re: Ask HN: Can you suggest advanced books on all type differential equations?

#4

Post by ezedv » Sat, Oct 21, 2023, 2:19 PM UTC

Absolutely, if you're looking for advanced books on differential equations, I'd recommend "Partial Differential Equations" by Lawrence C. Evans for a comprehensive coverage of PDEs. For a more specialized focus on Ordinary Differential Equations, "Ordinary Differential Equations" by Vladimir I. Arnold is a fantastic choice. And for a deep dive into Stochastic Differential Equations, check out "Stochastic Differential Equations" by Bernt Øksendal.

Re: Ask HN: Can you suggest advanced books on all type differential equations?

#5

Post by ghosthamlet » Thu, Nov 02, 2023, 2:09 AM UTC

ezedv wrote: post #4

Absolutely, if you're looking for advanced books on differential equations, I'd recommend "Partial Differential Equations" by Lawrence C. Evans for a comprehensive coverage of PDEs. For a more specialized focus on Ordinary Differential Equations, "Ordinary Differential Equations" by Vladimir I. Arnold is a fantastic choice. And for a deep dive into Stochastic Differential Equations, check out "Stochastic Differential…

Thanks, these books are wonderful!