Marx tried but failed in his effort to collapse identities into two buckets.
Marx tried but failed in his effort to collapse identities into two buckets.
Really? How would that happen? Maybe with a small loan of a million dollars...
[1] https://www.kauffman.org/reports/the-anatomy-of-an-entrepren...
I can easily melt ice into water, but for most solids, that's very hard for me to do. It still makes sense for me to categorize ice as a solid though, rather than saying that there's no reason to categorize it separately from other liquids.
Their original complaint wasn't about defining these groups (one can debate that classes are supposed to be more rigid than this), but the "collapse of all indenties" into these two buckets - which material dialectics calls for. It's a criticism specific towards Marxism and its notion of "no war but class war".
That wouldn't make you a billionaire or anything, but it would make you someone who primarily relies on capital rather than labor for income. Your economic interests would align much closer to a billionaire than to someone who lives paycheck to paycheck.
What? How do I freely become a capital owner? Do people just... give you large amounts of capital? That sure sounds nice and good for you, but for the rest of us, your post is kind of nonsensical.
> Marx tried but failed in his effort to collapse identities into two buckets.
I don't think you know what "collapse" means. If anything, "separate" would be the word here?
Depending of how you define some words, one could say that. Loans aren't particularly easy to get, have string attached, but they are available and can come from just about anywhere. Or you can just be lucky and have made a series of good investments. Unlikely, but possible. You don't need the party's approval to control capital so, for some, that counts as "freely".
> I don't think you know what "collapse" means. If anything, "separate" would be the word here?
They probably meant "collapse" in similar sense to wave collapse: collapsing the indeterminate sets of identities into two discrete and reduced ones.