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Radially unbounded function
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Mathematics
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Mathematical analysis
Fields of mathematical analysis
Real analysis
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A
function \(
f
: \mathbb{
R
}^
n
\to \mathbb{
R
} \) is said to be radially unbounded if it behaves in
a
way such that,
as
you move further away from the origin in all directions, the function'
s
output tends to
infinity
.
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Real analysis
Fields of mathematical analysis
Mathematical analysis
Fields of mathematics
Mathematics
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