| Title | Author | Pages |
An overview on inverse first-passage-time problems for one-dimensional diffusion processes
| Mario Abundo | 1–44 |
A test for the input noise type in the Fitzhugh-Nagumo neuronal model
| Mamiko Arai, Charles Eugene Smith | 45–59 |
A unified approach to local limit theorems in Gaussian spaces and the law of small numbers
| Bilel Kacem Ben Ammou, Alberto Lanconelli | 61–71 |
Monotone convergence, SP polynomials, and Zeckendorf representa- tions
| Paul Cull | 73–80 |
A review on symmetry properties of birth-death processes
| Antonio Di Crescenzo, Barbara Martinucci | 81–96 |
On some applications of a generalization of Laguerre polynomials in statistics
| Elvira Di Nardo | 97–109 |
On two-boundary first exit time of Gauss-diffusion processes: closed- form results and biological modeling
| Giuseppe D’Onofrio, Enrica Pirozzi | 111–124 |
Supermodular comparison of dependence models and multivariate processes, with applications
| Esther Frostig, Franco Pellerey | 125–138 |
Asymptotic average of the local time for one-dimensional diffusion processes
| Virginia Giorno, Amelia G. Nobile | 139–160 |
Some remarks on stochastic diffusion processes with jumps
| Virginia Giorno, Serena Spina | 161–178 |
Norm contoured distributions in R2
| Wolf-Dieter Richter | 179–199 |
The nonhomogeneous lognormal diffusion process as a general pro- cess to model particular types of growth patterns
| Patricia Román-Román, Francisco Torres-Ruiz | 201-219 |
A survey of copula-based measures of association
| Carlo Sempi | 221–242 |
Cumulants via diagonal measures
| Rosaria Simone | 243–254 |
Some remarks on multivariate conditional hazard rates and depen- dence modeling
| Fabio Spizzichino | 255-271 |
Modeling and filtering of credit health for a set of firms
| Paola Tardelli | 273–288 |
