PHILOSOPHY:
The
study of general and fundamental problems, such as those connected with reality, existence, knowledge, values, reason, mind, and language. Philosophy is distinguished
from other ways of addressing such problems by its critical, generally
systematic approach and its reliance on rational
argument. In more casual speech, by extension, "philosophy" can refer
to "the most basic beliefs, concepts, and attitudes of an individual or
group".
The
word "philosophy" comes from the Ancient
Greek φιλοσοφία (philosophia), which literally
means "love of wisdom". The introduction of the terms
"philosopher" and "philosophy" has been ascribed to the
Greek thinker Pythagoras.
HISTORY OF PHILOSOPHY:
WESTERN PHILOSOPHY:
Western
Philosophy is generally said to begin in the Greek cities of western Asia Minor
(Ionia) with Thales of Miletus, who was active around 585 B.C. and left us the opaque
dictum, "all is water." His most noted students were Anaximenes of Miletus ("all is air") and Anaximander (all is apeiron).
EASTERN PHILOSOPHY:
In the West, the term Eastern philosophy refers very broadly to the various philosophies of "the East", namely Asia,
including China, India, Japan, Persia and the general area. One must take into account that
this term ignores that these countries do not belong to a single culture. Ancient
eastern philosophy developed mainly in India and China.
PARADOX:
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“Any result so contrary to common sense and intuition that
invokes as immediate emotion of surprise,” defines Martin Gardener.
Another
example:
Type
of paradox
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Time travel paradox
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Question?
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Supposedly Joe Time Traveler
goes back in time and gets into a car accident. Tragically, he kills his
mother when he is just a child. Then what happens?
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Note:
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This is just “One” of
the many paradoxes that arise from the travel.
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INDUCTIVE REASONING:
Meaning:
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Reasoning which begins
with limited examples
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Example
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The first crow I saw
was black.
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The second crow I saw
was black.
|
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All crows I have ever
seen have been black.
|
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Therefore all crows are
black.
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DEDUCTIVE REASONING:
Meaning:
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Reasoning that begins
with premises and discover what meet-able results are from these premises.
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Example
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The sunrises every
morning.
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Therefore, the sun will
rise tomorrow morning.
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CONTRAPOSITIVE:
Definition:
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The statement (~q ->
~p) is called the contra-positive of the statement
(p -> q)
|
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Written:
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~q -> ~p
|
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Said:
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If not Q, then not P.
|
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Example:
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p
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Bessie is a cow.
|
q
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She moos.
|
|
p -> q
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If Bessie if a cow, she
moos.
|
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~q -> ~p
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If she does not moo,
she is not Bessie.
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