In mathematical
induction, you begin with the base case
a.k.a. Induktionsanfang,
traditionally symbolized as P(0)
(where P stands for “Penguin”, and 0
depicts the egg). In the
present instance, P(0) is Baby Fuzzy.
Kleiner Kuschel-Induktionsanfang |
Now, P(1) = Fuzzy’s Mommy; and
they rejoice in a Perfect Love.
Thus, the Induction Hypothesis is established.
Now consider any
arbitrary P(k). In this case,
P(k) is known as Fluffy; and P(k +1) (the k-plus-first Penguin)
is Fluffy’s perfectly adoring mate. So
once again, the induction goes through.
Thus we have
established the Perfection of Penguins.
~
Note: Using the more powerful technique of
Transfinite Induction, we can establish the existence of (the wonderful, the
unutterable) Zorn’s Penguin. This, however, requires the Axiom of Choice, in its
strengthened form, “Choose Penguinity”.
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