IESE (España)
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Películas «on-line» (A)
Rata, Cristina; Ariño, Miguel Angel; Baucells Alibés, ManelCase AD-277Decision Analysis, EconomicsEn este caso se presenta una situación de futuro en la que un proveedor de películas «on-line» debe negociar con un estudio la distribución de su película. La decisión se reduce a escoger entre dos posibles acuerdos de licencia: un precio fijo y un precio variable.Starting at €8.20
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Movies online (B)
Rata, Cristina; Ariño, Miguel Angel; Baucells Alibés, ManelCase AD-278-EDecision Analysis, EconomicsPart (B) describes how to fit a lognormal distribution to the five percentiles given in Part (A) of the case. Given this lognormal distribution, a straightforward Monte-Carlo simulation model can be implemented to find the alternative with the smallest expected cost.Starting at €5.74
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Boeing 737 MAX: ¿La seguridad, lo primero
de la Cierva, Yago; Villegas, CarolinaCase DPO-739Knowledge and Communication, Leadership and People Management, StrategyEn marzo del 2019, el segundo accidente mortal de un Boeing 737 MAX, el modelo renovado actualizado del avión más vendido de la historia de la aviación, desencadenó una crisis corporativa sin precedentes en el gigante norteamericano de la aeronáutica. El caso revisa la respuesta de Boeing y las reacciones de los distintos stakeholders (víctimas, clientes, empleados, reguladores y, medios de comunicación), desde el momento del accidente hasta que,...Starting at €8.20
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The Boeing 737 MAX: People Before Profits
de la Cierva, Yago; Villegas, CarolinaCase DPO-739-EKnowledge and Communication, Leadership and People Management, StrategyIn March 2019, the second fatal crash of a Boeing 737 MAX, the renewed model of the best-selling aircraft in history, triggered an unprecedented corporate crisis for the American aeronautics giant. The case reviews Boeing's response and the reactions of various stakeholders (victims, customers, employees, regulators, the media), from the time of the accident until the company's decision to withdraw the model in November 2020.Starting at €8.20
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FeelGood Pharmaceuticals
Esmanhoto L. G.; Pipkins S.; Pipkins L.; Baucells Alibés, ManelCase AD-293-EDecision Analysis, EconomicsUse of integer programming to take advantage of volume discounts of providers, while satisfying quality and volume contraints.Starting at €8.20
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Películas «on-line» (B)
Rata, Cristina; Ariño, Miguel Angel; Baucells Alibés, ManelCase AD-278Decision Analysis, EconomicsLa parte (B) del caso describe cómo ajustar una distribución lognormal a los cinco percentiles dados en la parte (A). Con esta distribución lognormal se puede llevar a cabo un sencillo modelo de simulación de Monte Carlo para averiguar la alternativa con el menor coste esperado.Starting at €5.74
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Movies online (A)
Rata, Cristina; Ariño, Miguel Angel; Baucells Alibés, ManelCase AD-277-EDecision Analysis, EconomicsA futuristic situation is envisioned where a provider of movies online has to negotiate with a studio the distribution of a movie. The decision boils down to the choice between two alternative license arrangements: a fixed payment and a variable payment. The variable payment requires the elicitation of the (continuous) probability distribution of sales by means of five percentiles.Starting at €8.20
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A Walk Through the United States
Bardolet Urgellès, David; Baucells Alibés, Manel; Ariño, Miguel AngelCase AD-374-EDecision Analysis, EconomicsThe case presents the well-known traveling salesman problem in the context of having to visit 48 U.S. State Capitals.Starting at €8.20
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Un paseo por Estados Unidos
Bardolet Urgellès, David; Baucells Alibés, Manel; Ariño, Miguel AngelCase AD-374Decision Analysis, EconomicsEl caso presenta el bien conocido problema del representante en el contexto de visitar 48 ciudades de Estados Unidos.Starting at €8.20
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Anderson Bicycle Company
Littell A.; Baucells Alibés, ManelCase AD-316-EService and Operations ManagementAnderson manufactured two specialized models of bicycles in a single plant. Manufacturing operations were grouped into four departments: frame stamping; drivetrain assembly; Alpha model assembly; and Delta model assembly. The two models use these resources with different intensities, and they have different contribution margins. The objective is to use linear programming to calculate the production plan that maximizes profits.Starting at €8.20