In Edward Gibbons, DECLINE AND FALL OF THE ROMAN EMPIRE he argues that the reason for Rome's fall is because of Germanic invasions, a decline in public morality, and the rise of Christianity. With all of the above statements I would agree that Edward Gibbons is correct. They all help in the fall of the Roman empire. Where I think he did go wrong was in neglecting to state the other numerous reasons that help contribute to its fall. Three of these other factors that I think are also very important are; the lack of further expansion, the low level of technological advances, and the natural reaction of the rulers to hole up in their country estates with all their slaves at the first sign of weakening markets.
The first of these reasons does not begin at Rome's collapse but at its starting point. From the begenning Rome had always grown in both wealth and size. It was with this constant expansion that Rome's economy continued to flouris
A reason that lead to Rome's inability to remain self-sustaining as an Empire was it's lack of technology. Technological advance did not increase at a rate proportional to the increase of the people per square mile. This lead to the inability of the Romans to become self-sustaining. Once again the slave trade was a reason that their technology levels failed to increase. The bulk of work done in the Roman Empire was always carried out by the slaves. This provided very little need or incentive for new discoveries. By neglecting the important technological advance, there was no increase in the effeciency of running Rome. Therefore, it was left behind from the start. What then started as a nick, grew to a life threatening wound.
The final action of the Roman rulers to retreat to the country, resulted not only in the empires economy being weak, but moreover a general failure to function. It was the combanation of these above reasons and t
All papers and essays are for research and reference purposes only!
Copyright 2002-2009
Direct Essays , LLC. All Rights Reserved. DMCA Webmasters make $$$$