A compound binomial model with batch Markovian arrival process was studied, and the specific definitions are introduced. We discussed the problem of ruin probabilities. Specially, the recursion formulas of the conditional finite-time ruin probability are obtained and the numerical algorithm of the conditional finite-time nonruin probability is proposed. We also discuss research on the compound binomial model with batch Markovian arrival process and threshold dividend. Recursion formulas of the Gerber–Shiu function and the first discounted dividend value are provided, and the expressions of the total discounted dividend value are obtained and proved. At the last part, some numerical illustrations were presented
In this paper we consider a single server queueing model with under general bulk service rule with i...
Compound Binomial Risk Models In this bachelor thesis a total of six insurance risk models were anal...
In this article, we investigate the waiting time distributions for the rth (r[greater-or-equal, slan...
Gerber (1988) has proposed a compound binomial model to describe the surplus process of an insurance...
The compound binomial model is a discrete time analogue (or approximation) of the compound Poisson m...
This paper derives several formulas for the probability of eventual ruin in a discrete-time model. I...
In this paper we re-cap the discrete model and views by Gerber (1988), also re-taken by other author...
The aggregate claims are modeled as a compound binomial process, and the individual claim amounts ar...
Chen et al. (2014), studied a discrete semi-Markov risk model that covers existing risk models such ...
This paper extends the work of Yuen et al. (2013), who obtained explicit results for the discount-fr...
In this paper we consider the ruin probability for a risk process with time-correlated claims in the...
We consider a class of compound renewal (Sparre Andersen) risk process with claim waiting times have...
We consider the distribution of the number of customers that arrive in an arbitrary bulk arrival que...
International audienceThis paper is concerned with the problem of ruin in the classical compound bin...
In this paper, we extend the compound binomial model to the case where the premium income process, b...
In this paper we consider a single server queueing model with under general bulk service rule with i...
Compound Binomial Risk Models In this bachelor thesis a total of six insurance risk models were anal...
In this article, we investigate the waiting time distributions for the rth (r[greater-or-equal, slan...
Gerber (1988) has proposed a compound binomial model to describe the surplus process of an insurance...
The compound binomial model is a discrete time analogue (or approximation) of the compound Poisson m...
This paper derives several formulas for the probability of eventual ruin in a discrete-time model. I...
In this paper we re-cap the discrete model and views by Gerber (1988), also re-taken by other author...
The aggregate claims are modeled as a compound binomial process, and the individual claim amounts ar...
Chen et al. (2014), studied a discrete semi-Markov risk model that covers existing risk models such ...
This paper extends the work of Yuen et al. (2013), who obtained explicit results for the discount-fr...
In this paper we consider the ruin probability for a risk process with time-correlated claims in the...
We consider a class of compound renewal (Sparre Andersen) risk process with claim waiting times have...
We consider the distribution of the number of customers that arrive in an arbitrary bulk arrival que...
International audienceThis paper is concerned with the problem of ruin in the classical compound bin...
In this paper, we extend the compound binomial model to the case where the premium income process, b...
In this paper we consider a single server queueing model with under general bulk service rule with i...
Compound Binomial Risk Models In this bachelor thesis a total of six insurance risk models were anal...
In this article, we investigate the waiting time distributions for the rth (r[greater-or-equal, slan...