Originally posted by scilosopher
Philosophy is not harder than math.
I concur.
Originally posted by scilosopher
In fact they're pretty similar except one uses a specially designed more sophisticated language and is more abstract.
I would say that the similarities end at the motivating idea that both fields share: the exploration of the constructs of the mind.
Originally posted by scilosopher
For instance the very fact you state that one can make more progress makes it seem to me someone who wants to contribute would do math not philosophy.
Again, I agree. That makes it 2/2. Thankfully, there's at least one person with some who applied some logic to the issue of the thread.
Originally posted by Quantum Quack
well I suppose as I have read at this forum before, that the maths guys and the physics guys don't like the infinite
If Mathematicians and Physicists "
[didn't] like "the infinite" then they would avoid dealing with integrals and infinite limits. However they do not, thus your claim is invalid.
Originally posted by Quantum Quack
or the subjective
Subjectivity is a lost cause in the Physical Sciences, and essentially a nonexistent one in Mathematics. Why? Simply because there are few reliable ways to reliably deal with a structure that doesn't have well defined behavior, or that one assumes will have well-defined behavior when experimental data is taken. (
Note: To those who are about to reply "Quantum Mechanics contradicts your logic!", it doesn't. Probabilities and the constructs that describe them are indicators of well defined behavior.)
Originally posted by Quantum Quack
where as the philosopher tends to deal allways with the infinite and the subjective
Lifting an idea from scilosopher's post, I simply state "What do Philosophers have to show for it?".
Originally posted by jps
I agree, philosophy is definitely more difficult.
Support your assertion. Simply dealing with a subjectively (
there goes that word again) "broader" field of discourse would only be grounds for superiority if Philosophers used methods whose rigor met or surpassed that of Mathematicians. Currently, they do not, so your justification is invalid.
Originally posted by yinyinwang
It is harder because philosophy is built upon broad knowledge basis but math can be itsown
Mathematics is built upon a
well-defined, axiomatic knowledge basis, thus it is more compact. The knowledge base for Philosophy is so large because it has little rigorous foundation, and few definite answers, both factors contributing to the "murkiness" of the basis. Thus, simply because the basis is large doesn't mean Philosophy is "harder". In fact, this scarcity of proper definitions allows one to contest the pillars rather easily, and add one's ideas to the "basis" with considerably less effort than is required in Mathematics.
Originally posted by yinyinwang
so a young can be a mathematian, but seldom a successful philosopher.
I think you have it backwards. I contest that the logical rigor that supports Mathematics lends easily to Philosophical pursuits, but the scarcity of such structure in Philosophy presents a rather large barrier to students of Philosophy who wish to study Mathematics.