|
Z2-equivariant Standard Bases for Management of Z2-equivariant Singularities
|
1395 - 04 |
|
Significance of orbital normal form hypernormalization steps in controller design
|
1395 - 04 |
|
Singular normal forms and computational algebraic geometry
|
1394 - 06 |
|
Local bifurcation control of singularities
|
1394 - 06 |
|
Normal forms of a family of 3-dimensional Bogdanov-Takens singularities
|
1394 - 03 |
|
Mathematical modeling imperfections universal unfolding and bifurcation controller desings
|
1393 - 10 |
|
Algebraic tools for bifurcation diagram classification of parametric singularities
|
1393 - 05 |
|
COMPUTING UNIVERSAL UNFOLDING OF SINGULARITIES USING STANDARD BASIS
|
1393 - 04 |
|
Singularity Theory
|
1393 - 04 |
|
Orbital normal form coefficient formulas for a family of Hopf-Zero singularity
|
1393 - 04 |
|
NORMAL FORMS AND STRUCTURES OF REVERSIBLE BOGDANOV-TAKENS SINGULARITIES
|
1393 - 04 |
|
Efficient Computation of Normal Form of Singularities
|
1392 - 08 |
|
A brief survey on normal forms of singularities
|
1392 - 08 |
|
Unique orbital normal form for O(2)-Equivariant nonconservative families associated with Hopf-pitchfork bifurcation
|
1392 - 08 |
|
SIMPLEST NORMAL FORM OF CONSERVATIVE REVERSIBLE HOPF ZERO SINGULARITY
|
1392 - 06 |
|
Converging differential in spectral sequences associated with normal forms of differential equations
|
1392 - 06 |
|
Construction of Cantor type sets within a given set with positive left Haar measure
|
1391 - 11 |
|
Condensation rank of injective Banach spaces
|
1391 - 06 |
|
The infinite level normal form of Hopf Zero singularity Vector Fields
|
1391 - 06 |
|
A NON-CONSERVATIVE SUB-LIE ALGEBRA OF HOPF-ZERO SINGULAR VECTOR FIELDS AND ITS ASSOCIATED INFINITE LEVEL NORMAL FORMS
|
1391 - 04 |