Add to ORKGIn this paper we characterize the probability measures, on Rd, with square summable support, in terms of their associated preservation operators and the commutators of the annihilation and creation operators
Let µ be a probability measure on R d with finite moments of all orders. Then we can define the crea...
We discover a family of probability measures μa, 0 \u3c a ≤ 1, dμa(x) = a√1-x2/π[a2 + ( 1 - 2a) x2]/...
AbstractThe (q,t)-Fock space Fq,t(H), introduced in this paper, is a deformation of the q-Fock space...
e continue our program of coding the whole information of a probability measure into a set of commut...
e continue our program of coding the whole information of a probability measure into a set of commut...
In this paper we characterize the probability measures, on Rd, with square summable support, in ter...
We continue our program of coding the whole information of a probability measure into a set of commu...
Let a(0), a(-) and a(+) be the preservation, annihilation, and creation operators of a probability m...
We prove that any probability measure on $\mathbb R$, with moments of all orders, is the vacuum dist...
Assuming that a probability measure on ℝd has finite moments of any order, its moments are completel...
We continue our program of coding the whole information of a probability measure into a set of commu...
Let µ be a probability measure on R d with finite moments of all orders. Then we can define the crea...
We discover a family of probability measures μa, 0 \u3c a ≤ 1, dμa(x) = a√1-x2/π[a2 + ( 1 - 2a) x2]/...
AbstractThe (q,t)-Fock space Fq,t(H), introduced in this paper, is a deformation of the q-Fock space...
e continue our program of coding the whole information of a probability measure into a set of commut...
e continue our program of coding the whole information of a probability measure into a set of commut...
In this paper we characterize the probability measures, on Rd, with square summable support, in ter...
We continue our program of coding the whole information of a probability measure into a set of commu...
Let a(0), a(-) and a(+) be the preservation, annihilation, and creation operators of a probability m...
We prove that any probability measure on $\mathbb R$, with moments of all orders, is the vacuum dist...
Assuming that a probability measure on ℝd has finite moments of any order, its moments are completel...
We continue our program of coding the whole information of a probability measure into a set of commu...
Let µ be a probability measure on R d with finite moments of all orders. Then we can define the crea...
We discover a family of probability measures μa, 0 \u3c a ≤ 1, dμa(x) = a√1-x2/π[a2 + ( 1 - 2a) x2]/...
AbstractThe (q,t)-Fock space Fq,t(H), introduced in this paper, is a deformation of the q-Fock space...