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1
Tractability of multivariate problems. V.3 Standard information for operators
European Mathematical Society
Novak E.
,
Wozniakowski H.
ƒstd
ƒall
tractability
setting
multivariate
approximation
error
polynomial
linear
worst
randomized
theorem
function
functions
criterion
assume
average
algorithms
defined
consider
weights
tractable
algorithm
appd
finite
polynomially
normalized
exponent
product
spaces
values
œ0
juj
absolute
volume
app
positive
hilbert
corollary
errors
convergence
fsd
kernel
zero
continuous
h.kd
nwor
tensor
functionals
std
年:
2012
语言:
english
文件:
PDF, 2.51 MB
您的标签:
0
/
0
english, 2012
2
Tractability of Multivariate Problems, Volume III : Standard Information for Operators
European Mathematical Society
Erich Novak
,
Henryk Wozniakowski
ƒstd
ƒall
tractability
setting
multivariate
approximation
error
polynomial
linear
worst
randomized
theorem
function
functions
criterion
assume
average
algorithms
defined
consider
weights
tractable
algorithm
appd
finite
polynomially
normalized
exponent
product
spaces
values
œ0
juj
absolute
volume
app
positive
hilbert
corollary
errors
convergence
fsd
kernel
zero
continuous
h.kd
nwor
tensor
functionals
std
年:
2012
语言:
english
文件:
PDF, 3.55 MB
您的标签:
0
/
0
english, 2012
3
Tractability of multivariate problems. Linear information
EMS
Novak E.
,
Wozniakowski H.
tractability
error
linear
polynomial
setting
weights
worst
product
tractable
theorem
functions
function
multivariate
spaces
algorithms
average
assume
complexity
eigenvalues
positive
consider
approximation
œ0
defined
weighted
criterion
algorithm
normalized
polynomially
exponent
tensor
juj
ƒall
absolute
œd
randomized
hilbert
ˇ2
finite
exp
avg
values
implies
zero
ˇ1
gaussian
define
optimal
studied
arbitrary
年:
2008
语言:
english
文件:
PDF, 1.76 MB
您的标签:
0
/
0
english, 2008
4
Tractability of Multivariate Problems: Volume I: Linear Information (Ems Tracts in Mathematics)
European Mathematical Society
Erich Novak
,
Henryk Wozniakowski
tractability
error
linear
polynomial
setting
weights
worst
product
tractable
theorem
functions
function
multivariate
spaces
algorithms
average
assume
complexity
eigenvalues
positive
consider
approximation
œ0
defined
weighted
criterion
algorithm
normalized
polynomially
exponent
tensor
juj
ƒall
absolute
œd
randomized
hilbert
ˇ2
finite
exp
avg
values
implies
zero
ˇ1
gaussian
define
optimal
studied
arbitrary
年:
2008
语言:
english
文件:
PDF, 2.42 MB
您的标签:
0
/
0
english, 2008
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