Add to ORKGIn the first part, we obtain Gibbs type conditional limit theorems for independent non identically distributed random vectors. In the second part, we obtain functional Erdos-Renyi laws for the increments of Lévy processes.Dans la première partie, nous obtenons des théorèmes limites conditionnels de type Gibbs pour des vecteurs aléatoires indépendants non identiquement distribués. Dans la seconde partie, nous obtenons des théorèmes d'Erdos-Renyi fonctionnels pour les accroissements de processus de Lévy
In the article the outline of asymptotic theory of extreme values has been intro-duced for the appli...
We obtain a limit theorem of convergence in distribution for random polygonal lines defined by sums ...
none3noA new type of stochastic dependence for a sequence of random variables is introduced and stu...
In the first part, we obtain Gibbs type conditional limit theorems for independent non identically d...
Dans la première partie de cette thèse, nous développons des théorèmes limites conditionnels pour de...
We study the weak convergence in the space of processes constructed from products of sums of indepe...
AbstractWe study limit properties in the sense of weak convergence in the space D[0,1] of certain pr...
The paper deals with random variables which are the values of independent identically distributed st...
The paper deals with random variables which are the values of independent identically distributed st...
The paper deals with random variables which are the values of independent identically distributed st...
For an i.i.d. sequence of random variables with a semiexponential distribution, we give a functional...
A new type of stochastic dependence for a sequence of random variables is introduced and studied. Pr...
A new type of stochastic dependence for a sequence of random variables is introduced and studied. Pr...
International audienceLet (Y i , Z i) i≥1 be a sequence of independent, identically distributed (i.i...
International audienceLet (Y i , Z i) i≥1 be a sequence of independent, identically distributed (i.i...
In the article the outline of asymptotic theory of extreme values has been intro-duced for the appli...
We obtain a limit theorem of convergence in distribution for random polygonal lines defined by sums ...
none3noA new type of stochastic dependence for a sequence of random variables is introduced and stu...
In the first part, we obtain Gibbs type conditional limit theorems for independent non identically d...
Dans la première partie de cette thèse, nous développons des théorèmes limites conditionnels pour de...
We study the weak convergence in the space of processes constructed from products of sums of indepe...
AbstractWe study limit properties in the sense of weak convergence in the space D[0,1] of certain pr...
The paper deals with random variables which are the values of independent identically distributed st...
The paper deals with random variables which are the values of independent identically distributed st...
The paper deals with random variables which are the values of independent identically distributed st...
For an i.i.d. sequence of random variables with a semiexponential distribution, we give a functional...
A new type of stochastic dependence for a sequence of random variables is introduced and studied. Pr...
A new type of stochastic dependence for a sequence of random variables is introduced and studied. Pr...
International audienceLet (Y i , Z i) i≥1 be a sequence of independent, identically distributed (i.i...
International audienceLet (Y i , Z i) i≥1 be a sequence of independent, identically distributed (i.i...
In the article the outline of asymptotic theory of extreme values has been intro-duced for the appli...
We obtain a limit theorem of convergence in distribution for random polygonal lines defined by sums ...
none3noA new type of stochastic dependence for a sequence of random variables is introduced and stu...