1.
I'm not saying that value did not exist. I'm saying that value was not as clearly and objectively quantified before the existence of cash, which it wasn't. Bartering/haggling was far less standardized and far less accurate a way to represent value.
The value of cash is determined with some degree of volatility and some degree of subjectivity, this is not particularly relevant because it is easily one of the most accessible, broadest, and most stable metrics to measure something like value.
It may not be perfectly objective, but cash value is far more objective, far more static, and far more valid than using something like sentimental value. Even if it is imperfect, it is far closer to a perfect metric to measure value than any purely philosophical, ethical, moral, or otherwise baseless and non-quantifiable arugment.
2.
Everything has a calculable value, even if it does not have a market value. As for the planet, you calculate the amount of raw accessible resource, the amount of general yield per year in terms of renewable crops/resources. This is a base-value, and then a value-added per year.
As for the cost of global warming, you can still calculate this too. You calculate the decrease in revnue, the decrease in yield that occurs when the planet is subjected to global warming.
This is a broad undertaking, but there is nothing that exists within this universe that is not explicitly quantifiable, including the value of the planet, the cost of climate change.
3.
This is a fair point? So you agree that human suffering is a completely invalid metric and cannot be used to justify any argument? I reference this because human suffering, ethics, morality, and these sorts of philosophies of compassion are incredibly prevalent in Western society.
4.
The market value of Einstien. You can estimate this. As I said, everything in this universe is explicitly quantifiable, and even Einstein's vlaue could be estimated.
You take the cost of keeping him alive, educating him, providing him area to work.
His yield, as a physicist, as a genius, as somebody who has the capacity to make advancements in the field. You compare the rate at which he publishes paper, to the average value produced from an advancement in physics. You look at the percentile ranking, the quality and caliber of his papers, and how this relates to the value they produce.
The yield, the extra value produced by this scientific discovery, when you look at the value over an indefinite period of time, becomes incredibly high, but it still exists.
Think of the value created by things such as nuclear wepaons, nuclear energy, these sorts of valuable technological advancements that Einstein assisted in creating. You measure this value, similar to a patent, where his own discovery is "paid" a royalty within the existence of these things, as in this royalty, this % of the project that he is responsible for, this % of the value, is calculated as value that he produced. The same effect applies to influences within his field, where his discoveries influence latter discoveries.
I'm not saying these are easy to quantify, but if something exists, it can be quantified.
3.
Grammar is defined subjectively, but the results it produces are quantifiable. Similar to philosophy, it is defined entirely subjectively, but it still produces quantifiable results.
The value created by grammar is the capacity to communicate clearly, and obviously communication produces a very large amount of value. It creates the potential for value to be created, where without the existence of grammar we would not have it.
Grammar functions despite the subjectivity because it doesn't need to be objectively optimized. Optimizing grammar and language would lead to increased yield, but it functions say at 80% capacity, earning 80% creating 80% of the potential revenue it could if it were optimized.
Grammar, is similar to computer programming. As people are not constrained in the same ways as computers, the expense of having inefficient grammar and inefficient communication is not very high, and even still, grammar is a very efficient way to communicate despite this. Humans evolved the ability to say the most with the least amount of words, just because talking at length with an unnecessary degree of specificty is pointless.
Computers have their own grammar and it looks nothing like huamn grammar, this is because computer programs were designed to optimize the amount of data you can fit into a certain amount of memory, and the English language is not optimizedin that respect, it is optimized with respect to clarity and efficiency of speech.
„çÚ¹¬~uôŸíYáx÷ö¨¹ðf¾ºk+lá!O,e˜žGRkÄ~$ø'_ø{âÛŸøŽ¢¼·U}Ñ1häFVRzŽÞÄLLæqÉ¥ v®Gð7‹µo
j>*Ótë"ÃiºDùW'·÷€îFq޹ьpA÷õ© QŠUÍ),ôÍ,imþ±©Á¦iVs^]Îá"†%,Ìsè+¯ø§ð¯Æ
‡ü%zÅôAâ–ßn¦6=œw‘ë_`ü$Ðt
This is and example of what some kind of computer data looks like, and clearly humans cannot speak like that, even though this language is technically more optimized and more efficient because it takes up less space.
4.
As for math describing quantity. You're somehow confusing quality and attributes with quantity, these are not the same thing.
A)Base:Object
Type:Apple
Color: Yellow
Quantity: 1
B)Base:Object
Type: Apple
Color: Red
Quantity: 1
When you add quantity, you have two apples. As for apples that are yellow, you only have one in quantity.
It's not an abstraction, it's just that reality is more specific than pure and simple numbers.
Even without the Apples, without any objects. Just
A)Quantity: 1
B)Quantity: 1
Together, you have a quantity of two.
Math still works perfectly. As for math creating information by itself, that's again unture. You can take pure math, existing without any relation to the real world, and then you can then in turn use this to create practical applications. The pure math still functions perfectly fine without reality, it's just that it can also be applied to reality.
Something like trigonometry, angles. These function perfectly fine without reality. If you use pure math, you can derive something like the process of triangulation, without ever having to reference the hard, physical reality in which we live in.
Math generates all of this information regardless of whether or not reality exists. Triangulation would still function mathematically even if reality did not exist. The thing is that we largely use reality to derive useful forms of mathematics, not that mathematics is somehow reliant upon or related to reality.
https://en.wikipedia.org/wiki/Sphere_packing
Here, math can explain to you what the most space-efficient way to pack spheres is. It can do this in our reality, 3 dimensions, but it can also do this in 4,5,7,8 dimensional space.
http://mathworld.wolfram.com/HyperspherePacking.html
Despite the fact that we will never need to pack spheres in 8 dimensions, mathematical still functions despite the lack of reality, and it can still give you the correct answer on how to do this.
Good comment.