2008
DOI: 10.1016/j.hitech.2007.12.004
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Modelling innovation and imitation sales of products with multiple technological generations

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Cited by 37 publications
(19 citation statements)
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“…Additionally, Mahajan and Muller's (1996) expansion of the Bass model allows for the simultaneous capture of the substitution pattern and the diffusion of the base technology and thus shows leap-frogging effects. Further development of multi-generation aspects include repurchasing and substitution of low-tech products (Speece and McClachlan 1995), demand dynamics in the adoption process (Jun and Park 1999), the integration of marketing mix variables (Jun and Park 1999;Danaher et al 2001), individual consumer characteristics based on group parameters (Chanda and Bardhan 2008) or the empirical fit of units-in-use and overall sales data (Jiang and Jain 2012).…”
Section: Selected Aspects Of Modelling Innovation Diffusionmentioning
confidence: 99%
“…Additionally, Mahajan and Muller's (1996) expansion of the Bass model allows for the simultaneous capture of the substitution pattern and the diffusion of the base technology and thus shows leap-frogging effects. Further development of multi-generation aspects include repurchasing and substitution of low-tech products (Speece and McClachlan 1995), demand dynamics in the adoption process (Jun and Park 1999), the integration of marketing mix variables (Jun and Park 1999;Danaher et al 2001), individual consumer characteristics based on group parameters (Chanda and Bardhan 2008) or the empirical fit of units-in-use and overall sales data (Jiang and Jain 2012).…”
Section: Selected Aspects Of Modelling Innovation Diffusionmentioning
confidence: 99%
“…Their focus was on developing an inventory policy for a new product under the condition of diminishing demand when its substitute product enters into the market. Literature on innovation diffusion modeling and technological substitution is quite rich (Norton & Bass, 1987;Wilson & Norton, 1989;Speece & MacLachlan, 1995;Mahajan & Muller, 1996;Islam & Meade, 1997;Kim, Chang, & Shocker, 2000;Danaher, Hardie, & Putsis, 2001;Chanda & Bardhan, 2008;Hajiheydari & Zarei, 2013;Sääksjärvi & Lampinen, 2005). The above frameworks can be helpful to generate optimal inventory policies for the family of technological substitutable products.…”
Section: Background and Motivationmentioning
confidence: 99%
“…Many authors have suggested different mathematical forms for the skipping parameter (Danaher et al, [6], Chanda and Bardhan [9]); in this paper we have assumed that through out the sales horizon skipping takes place at the constant rate. The mathematical form can be given as follows:…”
Section: Situationmentioning
confidence: 99%
“…Technological progress in a particular field is a result of sequence of growth curves. When these families of S-shaped curves are taken together, they depict the progress of a particular technology field [9].…”
Section: Introductionmentioning
confidence: 99%
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