Explain the bookclub: We are reading Volumes 1, 2, and 3 in one year and discussing it in weekly threads. (Volume IV, often published under the title Theories of Surplus Value, will not be included in this particular reading club, but comrades are encouraged to do other solo and collaborative reading.) This bookclub will repeat yearly.
I'll post the readings at the start of each week and @mention anybody interested. Let me know if you want to be added or removed.
Just joining us? You can use the archives below to help you reading up to where the group is. There is another reading group on a different schedule at https://lemmygrad.ml/c/genzhou (federated at !genzhou@lemmygrad.ml ) which may fit your schedule better. The idea is for the bookclub to repeat annually, so there's always next year.
Archives: Week 1 – Week 2 – Week 3 – Week 4 – Week 5 – Week 6 – Week 7 – Week 8 – Week 9 – Week 10 – Week 11 – Week 12 – Week 13 – Week 14 – Week 15 – Week 16 – Week 17 – Week 18 – Week 19 – Week 20 – Week 21 – Week 22 – Week 23 – Week 24 – Week 25 – Week 26 – Week 27 – Week 28 – Week 29 – Week 30 – Week 31 – Week 32 – Week 33 – Week 34 – Week 35 – Week 36 – Week 37 – Week 38 – Week 39 – Week 40 – Week 41 – Week 42 – Week 43 – Week 44 – Week 45 – Week 46 – Week 47 – Week 48
Week 49, Dec 2-8 – Chapter 45 and Chapter 46 of Volume III
Chapter 45 is called 'Absolute Ground-Rent'
Chapter 46 is called 'Building Site Rent. Rent in Mining. Price of Land'
https://www.marxists.org/archive/marx/works/1894-c3/index.htm
Discuss the week's reading in the comments
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Finally, we're getting past the part of ground rent and relating it to the general territory of capital
It was tedious, to say the least
It follows, finally, that in this case the increase in the price of the product {doesn't cause} rent, but rather that rent is the cause of the increase in the price of the product.
Does land development still work like this in England? Where a company develops land for a 99 year lease and then it reverts back to the heirs of whoever owned it in the previous century? Because boy that's weird, from my POV.
Hegel wrote on math?
[...]What Hegel says with reference to certain mathematical formulas applies here: that which seems irrational to ordinary common sense is rational, and that which seems rational to it is itself irrational.[...]