Choose a philosopher who interests you from the list below. Research that philosopher, detailing how they developed their ideas and the importance of those ideas to the progress of philosophy and human understanding. Keep in mind that you will be focusing on their philosophy, not simply their biography, although some basic details of their life not related to philosophy may be needed, especially when it involves experiences that influenced their thinking. Biographical information should be very small in your paper, otherwise it will affect your paper grade. Your paper must be focused on the IDEAS of the philosopher, not their biography. Remember, failure to do this will affect your grade.
List of philosophers to choose from :
Joined successions A succession (an) of genuine number is known as a focalized arrangements if a keeps an eye on a limited breaking point as n→∞. On the off chance that we say that (a) has a breaking point a∈ F if given any ε > 0, ε ∈ F, k∈ â„• | a – a | < ε n ≥ k In the event that a has a farthest point an, at that point we can compose it as liman = an or (a) → a. Cauchy Sequence A Cauchy succession is an arrangement in which numbers turn out to be nearer to each different as the grouping advances. On the off chance that we say that (an) is a Cauchy succession if given any ε > 0, ε ∈ F, k∈ â„• | a – am | < ε n,m ≥ k. Gary Sng Chee Hien, (2001). Limited sets, Upper Bounds, Least Upper Bounds A set is called limited if there is a sure feeling of limited size. A set R of genuine numbers is called limited of there is a genuine number Q with the end goal that Q ≥ r for all r in R. the number M is known as the upper bound of R. A set is limited in the event that it has both upper and lowe>