What justification is there for including the mass suicide of Jonestown as part of a Guyana dark tourism narrative in 2025?

Purpose The Jonestown massacre of 1978 was the largest such event in modern history; it assumes the status of a prototype in many discussions of cult dynamics and mass suicide. This paper aims to make the case that Jonestown should be memorialised and made into a dark tourism attraction. Design/methodology/approach This paper is principally the outcome of secondary research conducted over a number of years on the theme of dark tourism. The paper also benefited from direct interviews and conversations with political and ex-military personnel in Guyana who were in some way involved with Jonestown. Findings The research establishes that Jonestown remains a matter of great sensitivity and even national embarrassment, with many in the tourism sector reluctant to highlight what they regard as a very negative association, in the market, of Guyana with Jonestown and Jonestown only. Practical implications Expressed in context, the paper discusses the place of Jonestown in dark tourism and proposes an operational formula by which the semiotic of Jonestown, as contained in the tourist narrative, transforms tourism into catharsis. Originality/value For the author, Jonestown is tourism-imperative because not much longer after that apocalyptic event, the “Jonestown massacre” became a reference in the discourse on dark tourism. Jonestown is too large and archetypal an event to escape research and discussion of its place in the realm of dark tourism. This paper therefore explores, from both theoretical and policy perspectives, the ways in which the narratives of dark tourism can serve to expiate guilt by confronting it and therefore still deserve a place in the tourism imaginary of 2025. As such, the paper should be of value to not only scholars and researchers but also those engaged in tourism planning and destination management.

Operational formula for the generalized Bessel matrix polynomials

In this paper, we propose to give some operational formula of the generalized Bessel matrix polynomials (GBMPs) using the difference operators. Some special cases of the main results are also established.

On theq-Konhauser biorthogonal polynomials

Recently Al-Salam and Verma discussed two polynomial sets{Zn(α)(x,k|q)}and{Yn(α)(x,k|q)}which are biorthogonal on(0,∞)with respect to a continuous or discrete distribution function. For the polynomialsYn(α)(x,k|q)the operational formula is derived.