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1
Singular perturbations I: Spaces and singular perturbations on manifolds without boundary
North Holland
L.S. Frank
perturbations
difference
function
defined
exp
boundary
theorem
spaces
operators
manifolds
perturbation
finds
formula
inequality
asymptotic
depend
uniformly
linear
functions
fourier
consequence
finite
exists
corresponding
parameter
continuous
equation
consider
lemma
norms
solution
denote
differential
symbols
yields
analysis
bounded
distributions
compact
integer
moreover
equations
estimate
argument
assume
meshfunctions
sufficiently
sobolev
2tt
satisfies
年:
1990
语言:
english
文件:
DJVU, 3.35 MB
您的标签:
0
/
0
english, 1990
2
Singular Perturbations I: Spaces and Singular Perturbations on Manifolds Without Boundary
Elsevier, Academic Press
Leonid S. Frank
perturbations
theorem
difference
spaces
boundary
manifolds
defined
operators
depend
exp
function
inequality
perturbation
formula
consequence
asymptotic
finds
lemma
parameter
continuous
uniformly
fourier
equation
finite
norms
functions
linear
symbols
analysis
bounded
corresponding
compact
moreover
denote
argument
equations
differential
irn
assume
consider
sobolev
solution
norm
remark
furthermore
cauchy
reduced
distributions
estimate
meshfunctions
年:
1990
语言:
english
文件:
PDF, 15.91 MB
您的标签:
0
/
0
english, 1990
3
Singular Perturbations ISpaces and Singular Perturbations on Manifolds without Boundary
Academic Press, Elsevier
Leonid S. Frank (Eds.)
perturbations
theorem
difference
boundary
spaces
defined
manifolds
operators
depend
exp
function
inequality
perturbation
formula
consequence
asymptotic
finds
lemma
continuous
parameter
fourier
equation
norms
finite
uniformly
functions
linear
bounded
corresponding
compact
symbols
analysis
moreover
denote
argument
differential
equations
assume
irn
solution
consider
sobolev
norm
remark
cauchy
furthermore
reduced
distributions
estimate
meshfunctions
年:
1990
语言:
english
文件:
PDF, 7.46 MB
您的标签:
0
/
0
english, 1990
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