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1
Elements of Superintegrable Systems: Basic Techniques and Results
Springer, Reidel
Kupershmidt
,
Boris A
lemma
theorem
systems
differential
matrix
superhamiltonian
equations
superalgebra
hamiltonian
algebras
commutative
denote
equation
homogeneous
defined
operators
remark
calculus
classical
lax
formula
superintegrable
vector
corollary
satisfied
map
variables
equality
integrable
suppose
linear
vectors
consider
infinite
variational
element
finite
formalism
graded
pseudo
superskewsymmetric
module
check
constructions
derivatives
matt
stable
algebraic
define
kdv
Year:
1987
Language:
english
File:
DJVU, 2.03 MB
Your tags:
0
/
0
english, 1987
2
The variational principles of dynamics
World Scientific
Boris A. Kupershmidt
hamiltonian
formula
principles
matrix
variational
dynamics
map
theorem
equations
formulae
abelian
systems
lemma
lagrangian
homomorphism
variables
vector
equation
semidirect
cocycle
fluid
suppose
algebras
symplectic
remark
legendre
motion
hint
superhamiltonian
dynamical
bilinear
element
differential
representations
linear
clebsch
matrices
constrained
denote
density
diff
equality
satisfied
linearization
typical
corresponding
equivalent
mhd
lagrangians
maps
Year:
1992
Language:
english
File:
DJVU, 1.93 MB
Your tags:
0
/
0
english, 1992
3
Elements of Superintegrable Systems: Basic Techniques and Results
Springer Netherlands
B. A. Kupershmidt (auth.)
lemma
theorem
systems
matrix
hamiltonian
differential
superhamiltonian
equations
superalgebra
algebras
commutative
denote
equation
homogeneous
operators
c.p
defined
remark
calculus
classical
lax
formula
vector
superintegrable
satisfied
corollary
map
variables
equality
linear
suppose
glv
vectors
consider
3.1ii
superskewsymmetric
element
formalism
infinite
variational
finite
integrable
pseudo
check
constructions
module
graded
stable
bll
define
Year:
1987
Language:
english
File:
PDF, 4.14 MB
Your tags:
0
/
0
english, 1987
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