We compute the algebra of differential invariants of unparametrized curves in the homogeneous G2 flag varieties, namely in G2/P. This gives a solution to the equivalence problem for such curves. We consider the cases of integral and generic curves and relate the equivalence problems for all three choices of the parabolic subgroup P
We find relative differential invariants of different orders for non generic parabolic Monge-Ampère ...
This paper addresses the following question: Let X be a tropical curve and let G be a finite subgrou...
A natural equivalence relation can be considered in the generalized flag manifold. First we give a c...
Abstract. In this paper we describe an sl2 representation in the space of differential invariants of...
A pure algebraic approach to differential invariants of curves and surfaces is presented. By the use...
Abstract. In this paper we describe moving frames and differential invari-ants for curves in two dif...
In this study, we focus on invariant algebraic curves of generalized Liénard polynomial differential...
This paper examines the affine differential invariants of two curves. The equivalence of two curves ...
We compute differential invariants for several Lie pseudogroups, and use them for solving the equiva...
We define degeneracy loci for vector bundles with structure group G_2, and give formulas for their c...
AbstractFor the equi-affine group ε(n) of transformations of Rn, definitions of an ε(n)-equivalence ...
These notes start with an introduction to differential invariants. They continue with an algebraic t...
Fundação de Amparo à Pesquisa do Estado de São Paulo (FAPESP)Conselho Nacional de Desenvolvimento Ci...
Flag varieties play a fundamental role both in representation theory and in algebraic geometry. Ther...
Algebra of projective differential invariants and description of projective classes of regular smoot...
We find relative differential invariants of different orders for non generic parabolic Monge-Ampère ...
This paper addresses the following question: Let X be a tropical curve and let G be a finite subgrou...
A natural equivalence relation can be considered in the generalized flag manifold. First we give a c...
Abstract. In this paper we describe an sl2 representation in the space of differential invariants of...
A pure algebraic approach to differential invariants of curves and surfaces is presented. By the use...
Abstract. In this paper we describe moving frames and differential invari-ants for curves in two dif...
In this study, we focus on invariant algebraic curves of generalized Liénard polynomial differential...
This paper examines the affine differential invariants of two curves. The equivalence of two curves ...
We compute differential invariants for several Lie pseudogroups, and use them for solving the equiva...
We define degeneracy loci for vector bundles with structure group G_2, and give formulas for their c...
AbstractFor the equi-affine group ε(n) of transformations of Rn, definitions of an ε(n)-equivalence ...
These notes start with an introduction to differential invariants. They continue with an algebraic t...
Fundação de Amparo à Pesquisa do Estado de São Paulo (FAPESP)Conselho Nacional de Desenvolvimento Ci...
Flag varieties play a fundamental role both in representation theory and in algebraic geometry. Ther...
Algebra of projective differential invariants and description of projective classes of regular smoot...
We find relative differential invariants of different orders for non generic parabolic Monge-Ampère ...
This paper addresses the following question: Let X be a tropical curve and let G be a finite subgrou...
A natural equivalence relation can be considered in the generalized flag manifold. First we give a c...
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