- In
linear algebra, a
sublinear function (or
functional as is more
often used in
functional analysis), also
called a quasi-seminorm or a
Banach functional...
-
continuity that is
either concave, or subadditive, or
uniformly continuous, or
sublinear (in the
sense of growth). Actually, the
existence of such
special moduli...
- type of
sublinear time
algorithm is
closely related to
property testing and statistics.
Other settings where algorithms can run in
sublinear time include:...
- q=1,\mu =0} .
Given Definition 1, the
sequence is said to
converge Q-
sublinearly to L {\displaystyle L} (i.e.
slower than linearly) if q = 1 , μ = 1 {\displaystyle...
- algorithms,
hardness of approximation,
combinatorial optimization, and
sublinear algorithms.
Khanna received his
undergraduate degrees in
computer science...
- a type of
function called a
sublinear function. A map p : X → R {\displaystyle p:X\to \mathbb {R} } is
called a
sublinear function if it is subadditive...
- norm-preserving
version with the
dominated extension version that uses
sublinear functions.
Whereas ****y's
proof used
mathematical induction, Hahn and...
-
nonnegative stands in
contrast to
other classes of functions, such as
sublinear functions and real
linear functionals, that do
allow negative values....
- the
median of the
obtained results as a
final answer. For example, for
sublinear in time
algorithms the same
algorithm can be run
repeatedly (or in parallel)...
- it may be
possible to
perform selection in an
amount of time that is
sublinear in the
number of values. As a
simple case of this, for data
already sorted...
