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On the multivariate poisson distribution
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On the multivariate poisson distribution (1954)On the multivariate poisson distributionAttribute control charts for monitoring the covariance matrix of bivariate processes (2018)Attribute control charts for …M‐ATTRIVAR: An attribute‐variable chart to monitor multivariate process means (2017)M‐ATTRIVAR: An attribute‐vari…A 2‐Stage Attribute‐Variable Control Chart to Monitor a Vector of Process Means (2017)A 2‐Stage Attribute‐Variable …M a x D: an attribute control chart to monitor a bivariate process mean (2016)M a x D: an attribute control…Modeling and Generating Dependent Risk Processes for IRM and DFA (2004)Modeling and Generating Depen…On the distributions of two classes of correlated aggregate claims (1999)On the distributions of two c…On the distribution of a sum of correlated aggregate claims (1998)On the distribution of a sum …Recursions for certain bivariate counting distributions and their compound distributions (1996)Recursions for certain bivari…Compound model for two dependent kinds of claim (1994)Compound model for two depend…Insurance Risk Models (1994)On a correlated aggregate claims model with thinning-dependence structure (2005)Numerical evaluation of the compound Poisson distribution: Recursion or Fast Fourier Transform? (1984)Automobile Insurance: Actuarial Models (1987)The Poisson-Inverse Gaussian distribution as an alternative to the negative binomial (1987)An Introduction to Copulas (1999)Stochastic Processes for Insurance and Finance (2001)Correlation and Dependence in Risk Management: Properties and Pitfalls (2002)Multivariate Counting Processes: Copulas and Beyond (2005)Modeling and Management of Nonlinear Dependencies–Copulas in Dynamic Financial Analysis (2009)Recursive Evaluation of a Family of Compound Distributions (1981)On some Extensions of Panjer's Class of Counting Distributions (1992)Recursive evaluation of aggregate claims distributions (2002)Recursions for compound phase distributions (2005)Introduction to Statistical Quality Control (1992)A review of multivariate control charts (1995)Kollár Ádám Ferenc levelezése (2000)GS2 : An optimized attribute control chart to monitor process variability (2017)An improved design of exponentially weighted moving average scheme for monitoring attributes (2019)Assorted control charts: An efficient statistical approach to monitor pH values in ecotoxicology lab (2019)Multivariate Quality Control-illustrated by the air testing of sample bombsights (1947)Combined Shewhart-CUSUM Quality Control Schemes (1982)Designing of an attribute control chart based on modified multiple dependent state sampling using accelerated life test under Weibull distribution (2019)Introduction to Statistical Quality Control (1987)Optimization Problems and Methods in Quality Control and Improvement (2000)Design of double- and triple-sampling X-bar control charts using genetic algorithms (2002)An np control chart for monitoring the mean of a variable based on an attribute inspection (2009)An EWMA-Type Control Chart for Monitoring the Process Mean Using Auxiliary Information (2014)A mixed control chart to monitor the process (2015)A priori ratemaking using bivariate Poisson regression models (2008)Exit problem of a two-dimensional risk process from the quadrant: Exact and asymptotic results (2008)
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  • 1999On the distributions of two classes of correlated aggregate claims65 cited
  • 1996Recursions for certain bivariate counting distributions and their compound distributions56 cited
  • 1998On the distribution of a sum of correlated aggregate claims55 cited
  • 2004Modeling and Generating Dependent Risk Processes for IRM and DFA49 cited
  • 1994Compound model for two dependent kinds of claim31 cited
  • 2016M a x D: an attribute control chart to monitor a bivariate process mean25 cited
  • 2018Attribute control charts for monitoring the covariance matrix of bivariate processes13 cited
  • 2017A 2‐Stage Attribute‐Variable Control Chart to Monitor a Vector of Process Means11 cited
  • 2017M‐ATTRIVAR: An attribute‐variable chart to monitor multivariate process means10 cited

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