Yes, the lead pollution was measured with arctic ice; this is the original paper. The authors belive that the peak in the eraly Imperial era was mainly caused by the Rio Tinto ore mines (so yes, it is pollution from all Europe, but mainly from Spain).
I agree with your main point that the first century BCE and the first century CE were a peak of economic developement of the ancient world (as shown by the graphs); I think that this is not in contradiction with what I am saying. In the first century BCE, many of the Roman provinces were of recent conquests, with much of their local institutions and know-how intact. Think of the Antikythera mechanism, which was built around the first century BCE.
In the III century, nobody could have built nothing even remotely similar to the Antikythera mechanism. If I understand correctly your overall thesis, this was because a shortage of fuel led to a simiplification of the society, so that the supply chain for building an Antikythera mechanism was not anymore feasible. But the main bottleneck in building an Antikythera mechanism is not the wood that you need to burn in making the cogs and the gears; the main bottleneck are the mathematical and mechanical knowledge necessary to design it, and the artigianal expertise needed to build its components. The Romans did not care about any of it. No respectable Roman learned mathematics: it was a suspiciously Greek, nerdy thing, unsuited to the practical Roman spirit. The first Latin translation of Euclid’s Elements was written in the Renaissance. I am sure that this played a significant role in the loss of mechanical technology after the first century (and, if you believe that mechanical technology was significant for the Hellenistic economy (a point about which scholars disagree), also played a role in the economic decline).
The vanishing of the economy was not, in my view, an unavoidable effect of resource depletion, but it was a consequence of the specific political and economical situation in the Imperial age. The Greek and Hellenistic states kept a complex and viable economy for much more centuries than “peak-Rome”, with much fewer resources to start with (a narrow bucket, in your metaphor). Byzantium/Costantinople/Istanbul was there before “peak-Rome”, and continued to be one of the main cities of the world long after Rome. How come Costantinople did not fill its bucket in 2000 years, while Rome (with access to a much wider bucket) did it in a few centuries? (maybe I am misrepresenting or excessively simplifying your view; I apologize if so)
Do you see a clear pattern in the sequence Rome → Costantinople → Baghdad → Cordoba → Costantinople → Cairo → Costantinople → London → New York? How does this succession fit in your model?
I don’t necessarily agree with your depiction of the Romans as being “parasitic”. Just because they did not produce food, does not mean that they were not valued.
The Romans were interested in math, its just that most of them weren’t located in Italia. Just look at the various mathematicians who lived in Alexandria, Athens, or Constantinople, and invented the fields of trigonometry (among others).
Rome had almost completely absorbed Greek culture and academics, to the point where many prominent Romans often read and wrote in Greek. Unless you were Cato the Censor, you almost certainly learned Greek math, its just that if you wanted to practice it full time, you would live in the east (and spoke Greek). Especially after the 4th century, when the focus of the Empire shifted to the East anyways.
Also, the Romans heavily benefited the economy of the Greeks. An interconnected empire meant that Greek goods (such as amphorae, pottery, or other luxury items) could be traded anywhere in the empire, with only the nominal port taxes placed on it by the Empire. Also Rome wasn’t militarily occupying the East either, since the entirety of it was governed by the Senate (except Syria, Mesopotamia, and Armenia).
The immediate cause for the fact that “lead pollution in 200 AD was lower than lead pollution in 1 AD” is that “the extraction from Rio Tinto mines in 200 AD was lower than the extraction from Rio Tinto mines in 1 AD”. Now, according to Diodorus Siculus (Bibliotheca historica, V, xxxvi-xxxvi), the Carthaginians used mechanical and hydraulic technology for exploiting the Rio Tinto mines (they probably also employed chemical acids). According to Bromehead, this impressive technology was initially expanded by the Roman conquerors; but eventually the Romans switched to using large masses of slaves (as described by Pliny), becuse they were not able to keep the mechanical drainage systems running.
I don’t necessarily agree with your depiction of the Romans as being “parasitic”. Just because they did not produce food, does not mean that they were not valued.
By “parasitic” I mean that Rome imported a lot and exported no products; but you are right in pointing out that the “military services” exported by Rome (and the common market) had probably a great economic value for the provinces. Still, do you agree that Rome was not self-sufficient?
The Romans were interested in math, its just that most of them weren’t located in Italia. Just look at the various mathematicians who lived in Alexandria, Athens, or Constantinople, and invented the fields of trigonometry (among others).
I challenge you to name one mathematical treatise, written between 100 BC and 500 AD, which is on the same tier as the work by Archimedes, Ipparchus or Apollonius (the difference in quality is so big that it is not subjective).
If you with “Roman” mean “anyone living in the Roman Empire” then yes, some Roman were interested in higher math. But the mathematics in the Imperial age was a shadow of what mathematics was before the Roman conquest. Trigonometry was first developed in Alexandria when Egypt was an independent Hellenistic kingdom; then in 146 BC the Romans installed a puppet king in Egypt, who proceeded to persecute the Greek èlites and to annihilate every intellectual opposition (he literally appointed a spearmen officer as the new director of the Library of Alexandria). To escape the persecution, many Greek intellectuals (including the mathematicians) escaped; some of them went to India, where they founded a school which continued to develop trigonometry (sine and cosine were first defined in India).
It is true that some (not so many) Romans learned greek maths even well into the V century (for example, emperor Procopius Anthemius studied under Proclus), but all the mathematics of the Imperial age consists of commentaries and collections of previous results. Sometimes they are brilliant commentaries, but still commentaries.
Also, the Romans heavily benefited the economy of the Greeks. An interconnected empire meant that Greek goods (such as amphorae, pottery, or other luxury items) could be traded anywhere in the empire, with only the nominal port taxes placed on it by the Empire.
I do not have much knowledge about the Imperial age, and maybe this was true in 100-200 AD, but it was definitely not true in the aftermath of the Roman conquest (see Rostovtzeff’s books).
Yes, the lead pollution was measured with arctic ice; this is the original paper. The authors belive that the peak in the eraly Imperial era was mainly caused by the Rio Tinto ore mines (so yes, it is pollution from all Europe, but mainly from Spain).
I agree with your main point that the first century BCE and the first century CE were a peak of economic developement of the ancient world (as shown by the graphs); I think that this is not in contradiction with what I am saying. In the first century BCE, many of the Roman provinces were of recent conquests, with much of their local institutions and know-how intact. Think of the Antikythera mechanism, which was built around the first century BCE.
In the III century, nobody could have built nothing even remotely similar to the Antikythera mechanism. If I understand correctly your overall thesis, this was because a shortage of fuel led to a simiplification of the society, so that the supply chain for building an Antikythera mechanism was not anymore feasible. But the main bottleneck in building an Antikythera mechanism is not the wood that you need to burn in making the cogs and the gears; the main bottleneck are the mathematical and mechanical knowledge necessary to design it, and the artigianal expertise needed to build its components. The Romans did not care about any of it. No respectable Roman learned mathematics: it was a suspiciously Greek, nerdy thing, unsuited to the practical Roman spirit. The first Latin translation of Euclid’s Elements was written in the Renaissance. I am sure that this played a significant role in the loss of mechanical technology after the first century (and, if you believe that mechanical technology was significant for the Hellenistic economy (a point about which scholars disagree), also played a role in the economic decline).
The vanishing of the economy was not, in my view, an unavoidable effect of resource depletion, but it was a consequence of the specific political and economical situation in the Imperial age. The Greek and Hellenistic states kept a complex and viable economy for much more centuries than “peak-Rome”, with much fewer resources to start with (a narrow bucket, in your metaphor). Byzantium/Costantinople/Istanbul was there before “peak-Rome”, and continued to be one of the main cities of the world long after Rome. How come Costantinople did not fill its bucket in 2000 years, while Rome (with access to a much wider bucket) did it in a few centuries? (maybe I am misrepresenting or excessively simplifying your view; I apologize if so)
Do you see a clear pattern in the sequence Rome → Costantinople → Baghdad → Cordoba → Costantinople → Cairo → Costantinople → London → New York? How does this succession fit in your model?
I don’t necessarily agree with your depiction of the Romans as being “parasitic”. Just because they did not produce food, does not mean that they were not valued.
The Romans were interested in math, its just that most of them weren’t located in Italia. Just look at the various mathematicians who lived in Alexandria, Athens, or Constantinople, and invented the fields of trigonometry (among others).
Rome had almost completely absorbed Greek culture and academics, to the point where many prominent Romans often read and wrote in Greek. Unless you were Cato the Censor, you almost certainly learned Greek math, its just that if you wanted to practice it full time, you would live in the east (and spoke Greek). Especially after the 4th century, when the focus of the Empire shifted to the East anyways.
Also, the Romans heavily benefited the economy of the Greeks. An interconnected empire meant that Greek goods (such as amphorae, pottery, or other luxury items) could be traded anywhere in the empire, with only the nominal port taxes placed on it by the Empire. Also Rome wasn’t militarily occupying the East either, since the entirety of it was governed by the Senate (except Syria, Mesopotamia, and Armenia).
The immediate cause for the fact that “lead pollution in 200 AD was lower than lead pollution in 1 AD” is that “the extraction from Rio Tinto mines in 200 AD was lower than the extraction from Rio Tinto mines in 1 AD”. Now, according to Diodorus Siculus (Bibliotheca historica, V, xxxvi-xxxvi), the Carthaginians used mechanical and hydraulic technology for exploiting the Rio Tinto mines (they probably also employed chemical acids). According to Bromehead, this impressive technology was initially expanded by the Roman conquerors; but eventually the Romans switched to using large masses of slaves (as described by Pliny), becuse they were not able to keep the mechanical drainage systems running.
By “parasitic” I mean that Rome imported a lot and exported no products; but you are right in pointing out that the “military services” exported by Rome (and the common market) had probably a great economic value for the provinces. Still, do you agree that Rome was not self-sufficient?
I challenge you to name one mathematical treatise, written between 100 BC and 500 AD, which is on the same tier as the work by Archimedes, Ipparchus or Apollonius (the difference in quality is so big that it is not subjective).
If you with “Roman” mean “anyone living in the Roman Empire” then yes, some Roman were interested in higher math. But the mathematics in the Imperial age was a shadow of what mathematics was before the Roman conquest. Trigonometry was first developed in Alexandria when Egypt was an independent Hellenistic kingdom; then in 146 BC the Romans installed a puppet king in Egypt, who proceeded to persecute the Greek èlites and to annihilate every intellectual opposition (he literally appointed a spearmen officer as the new director of the Library of Alexandria). To escape the persecution, many Greek intellectuals (including the mathematicians) escaped; some of them went to India, where they founded a school which continued to develop trigonometry (sine and cosine were first defined in India).
It is true that some (not so many) Romans learned greek maths even well into the V century (for example, emperor Procopius Anthemius studied under Proclus), but all the mathematics of the Imperial age consists of commentaries and collections of previous results. Sometimes they are brilliant commentaries, but still commentaries.
I do not have much knowledge about the Imperial age, and maybe this was true in 100-200 AD, but it was definitely not true in the aftermath of the Roman conquest (see Rostovtzeff’s books).