Add to ORKG"September, 1985."Bibliography: leaf 15.This research was supported at the M.I.T. Laboratory for Information and Decision Systems by a grant from the Army Research Office (DAAG29-84-K-0005).Charles Rockland
In this thesis we will consider the work began by Weierstrass in 1855 and several generalization of ...
AbstractIn this paper we study fixpoints of operators on lattices and bilattices in a systematic and...
Abstract. Methods are presented for locally studying smooth nonlinear control systems on the manifol...
"June 1985."Bibliography: p. 111-113.Army Research Office Grant (DAAG29-84-K-0005)by Charles Rocklan...
AbstractLet V(M) be the Lie algebra (infinite dimensional) of real analytic vector fields on the n-d...
summary:Let $\mathcal {N}$ denote the class of nilpotent Lie algebras. For any finite-dimensional Li...
AbstractThe study of gradings of solvable Lie algebras L of finite dimensionover a field F of zero c...
. Let L = L(x1 ; : : : ; xm) be a graded Lie algebra generated by fx1 ; : : : ; xmg. In this paper,...
This dissertation, entitled Nonlinear Approximation Using Blaschke Polynomials, is motivated by ques...
International audienceThis paper is concerned with the study of observability properties of systems ...
The structure theory of Lie algebras is used to classify nonlinear systems according to a Levi decom...
In the first half of this thesis the algebraic properties of a class of minimal, polynomial systems ...
Levi's theorem decomposes any arbitrary Lie algebra over a field of characteristic zero, as a direct...
The maximum extensions of finite-dimensional nilpotent Lie algebras are considered. In particular, i...
In this thesis, we will classify p-nilpotent restricted Lie algebras of dimension 5. Any finite dim...
In this thesis we will consider the work began by Weierstrass in 1855 and several generalization of ...
AbstractIn this paper we study fixpoints of operators on lattices and bilattices in a systematic and...
Abstract. Methods are presented for locally studying smooth nonlinear control systems on the manifol...
"June 1985."Bibliography: p. 111-113.Army Research Office Grant (DAAG29-84-K-0005)by Charles Rocklan...
AbstractLet V(M) be the Lie algebra (infinite dimensional) of real analytic vector fields on the n-d...
summary:Let $\mathcal {N}$ denote the class of nilpotent Lie algebras. For any finite-dimensional Li...
AbstractThe study of gradings of solvable Lie algebras L of finite dimensionover a field F of zero c...
. Let L = L(x1 ; : : : ; xm) be a graded Lie algebra generated by fx1 ; : : : ; xmg. In this paper,...
This dissertation, entitled Nonlinear Approximation Using Blaschke Polynomials, is motivated by ques...
International audienceThis paper is concerned with the study of observability properties of systems ...
The structure theory of Lie algebras is used to classify nonlinear systems according to a Levi decom...
In the first half of this thesis the algebraic properties of a class of minimal, polynomial systems ...
Levi's theorem decomposes any arbitrary Lie algebra over a field of characteristic zero, as a direct...
The maximum extensions of finite-dimensional nilpotent Lie algebras are considered. In particular, i...
In this thesis, we will classify p-nilpotent restricted Lie algebras of dimension 5. Any finite dim...
In this thesis we will consider the work began by Weierstrass in 1855 and several generalization of ...
AbstractIn this paper we study fixpoints of operators on lattices and bilattices in a systematic and...
Abstract. Methods are presented for locally studying smooth nonlinear control systems on the manifol...