Related articles:
Inductive reasoning
Mathematical proof
Recursion
Product rule
Mathematical logic
Binomial theorem
Argument
Integral
Natural number
Key terms:
induction
holds
proof
prove
statement
natural number
hypothesis
mathematical induction
inductive step
axiom
cdots f
holds for all
primes
varphi
statement holds
complete induction
operatorname
base case
pond
all natural numbers
inductive hypothesis
transfinite induction
statement is true
lily pads
implicitly
induction hypothesis
infinite descent
form of mathematical induction
generalization
inductive proof
two steps
trivial
recursion
statements about
product of primes
binomial theorem
implies p
holds for all natural numbers
product rule
fg
showing that if
then proving
any natural number
prove a statement
less than or equal
there is only one color
mathematical logic
using mathematical induction
forall
matematik
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