2012
DOI: 10.1057/jors.2011.59
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Simulating student flow through a college of business for policy and structural change analysis

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Cited by 9 publications
(11 citation statements)
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“…A mintatantervekés előtanulmányi hálók vizsgálatának másik megközelítési módja a hallgatói folyamok modellezése. Számos tanulmányban vizsgálták hallgatóiáramokat szimulálva, hogy a mintatantervekátszervezésének milyen hatása lenne a hallgatók előrehaladására vonatkozóan [19,23,26]. A mintatanterv hallgatói teljesítményre vonatkozó hatását vizsgálta Jansenés van der Hulst is [14,25], a hallgatói folyamok modellezésekor figyelembe véve a tanulók korát, nemét, tanulmányiátlagátés a középiskolás eredményeit.…”
Section: Bevezetésunclassified
“…A mintatantervekés előtanulmányi hálók vizsgálatának másik megközelítési módja a hallgatói folyamok modellezése. Számos tanulmányban vizsgálták hallgatóiáramokat szimulálva, hogy a mintatantervekátszervezésének milyen hatása lenne a hallgatók előrehaladására vonatkozóan [19,23,26]. A mintatanterv hallgatói teljesítményre vonatkozó hatását vizsgálta Jansenés van der Hulst is [14,25], a hallgatói folyamok modellezésekor figyelembe véve a tanulók korát, nemét, tanulmányiátlagátés a középiskolás eredményeit.…”
Section: Bevezetésunclassified
“…Studies differ in the mathematical representation -a simple Leontief input-output depiction of interdependence between students at various education levels (Stone 1965;Oliver and Hopkins 1972); a sequence of discrete events in time (students in different modules on a programme, for example) to which simulation can be applied (Saltzman and Roeder 2012); a Markov chain framework based on students in each state (education level, for example) and their probability of moving to another state -but all are capable of providing forecasts of student numbers 3 .…”
Section: Planningmentioning
confidence: 99%
“…Because they are based on student flows from state to state, Markov chain models have proved particularly useful at the faculty and programme levels in providing not just predictions of students but also additional insights into, for example, noncompletion both in postgraduate programmes (Bessent and Bessent 1980;Nicholls 2007) and undergraduate programmes (Shah and Burke 1999), required deployment of supervisors in a doctoral programme (Nicholls 2009), and evaluation of the efficacy of early-retirement programmes for university faculty (Hopkins 1974). There are fewer examples of the application of simulation to students flows; one such study, however, has proved useful in evaluating the potential effects on students, in terms of their time to complete the programme and graduation rates, of changes in curriculum provision brought about by recent budget cuts (Saltzman and Roeder 2012).…”
Section: Planningmentioning
confidence: 99%
“…The prerequisite network is a directed graph (network) where the nodes correspond to the courses (also referred to as subjects or classes) and an edge goes from one course to another if the former course is a prerequisite of the latter one. The analysis of the prerequisite network is extremely important since it determines the learning goals of the program, moreover, the structure of the network has a huge impact on dropout rates and on graduation time [1], [2]. Here, we characterize university curricula by a data-driven probabilistic student flow approach and determine the expected graduation time by considering both the topology of the prerequisite network and the completion rates of the courses.…”
Section: Introductionmentioning
confidence: 99%