- {|x_{k+1}-L|}{|x_{k}-L|}}=0,}
those sequences are said to
converge superlinearly (i.e.,
faster than linearly). A
sequence is said to
converge sublinearly...
- function. The
factor 1/2 used
above looks arbitrary, but it
guarantees superlinear convergence (asymptotically, the
algorithm will
perform two
regular steps...
-
linear convergence with rate 0.5. Curve-****ing
methods try to
attain superlinear convergence by ****uming that f has some
analytic form, e.g. a polynomial...
-
dependences of
cantilever performance specifications on dimensions.
These superlinear dependences mean that
cantilevers are
quite sensitive to
variation in...
-
BLAST searches across a set of
nodes in a cluster. In some
scenarios a
superlinear speedup is achievable. This
makes MPIblast suitable for the extensive...
-
jointly with J. Komlós and
Endre Szemerédi),
exponential lower bounds,
superlinear time-space
tradeoffs for
branching programs, and
other "unique and spectacular"...
- {\displaystyle \varphi =(1+{\sqrt {5}})/2\approx 1.618.} This
convergence is
superlinear but subquadratic. If the
initial values are not
close enough to the root...
- from the
original (PDF) on 2008-02-21. Speckenmeyer,
Ewald (1988). "
Superlinear speedup for
parallel backtracking". Supercomputing.
Lecture Notes in...
- {x^{4/3}}{3+4x^{1/3}}}.} From this, it can be seen that the rate of
convergence is
superlinear but subquadratic. This can be seen in the
following tables, the left...
- that the
algorithm has a
linear rate of
convergence for ℓ1 norm and
superlinear for ℓt with t < 1,
under the
restricted isometry property,
which is generally...
