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1
Complexity of factoring and GCD of linear differential operators
Grigoriev.
lemma
polynomial
algorithm
matrix
coefficients
operators
equation
linear
bounds
grigor
polynomials
differential
solution
edge
polygon
prefix
corresponding
contains
chistov
proposition
rational
rows
ordinary
consider
divisor
denote
furthermore
moreover
ndnf
solutions
element
producing
assume
irreducible
slope
algebraic
equations
introduction
calculating
complexity
corollary
function
fundamental
minor
observe
proved
theorem
column
exists
gcrd
年:
1990
语言:
english
文件:
DJVU, 603 KB
您的标签:
0
/
0
english, 1990
2
Dalambertian solutions to linear ODEs
Abramov
,
Petkovsek.
equation
solution
differential
solutions
difference
linear
alembertian
factors
equations
monic
operators
algorithm
resp
splits
theorem
hyperexponential
adjoint
functions
nonzero
coefficients
substitution
polynomial
rational
characteristic
abramov
alembert
consider
denote
finding
liouvillian
1с1т
assume
coefficient
constx
corollary
gcrd
polynomials
s.a
abr93
construct
denotes
differ
homogeneous
hypergeometric
indefinite
leads
logarithmic
original
proc
rihi
语言:
english
文件:
DJVU, 127 KB
您的标签:
0
/
0
english
3
Computing the minimal telescoper for sums of hypergeometric terms
Le.
hypergeometric
telescoper
algorithm
ordl
exists
lemma
construct
method
w.r.t
linear
compute
consider
recurrence
abramov
alembertian
computing
finding
functions
s.a
summable
sums
zeilberger
doublesum
equation
examples
extendedz
formally
function
lclm
maple
petkovsek
rational
reviewed
solution
apply
applying
definite
difference
forms
implementation
inhomogeneous
pairs
proc
solutions
solve
step
sufficient
waterloo
additionally
applicability
年:
2001
语言:
english
文件:
DJVU, 121 KB
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0
english, 2001
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