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1 Modelling Dynamic ICT Services Markets Associate Professor Harald Øverby Post. Doc. Gergely Biczók Professor Jan. A. Audestad Department of Telematics Norwegian University of Science and Technology TTM6 Tele-economics, advanced
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Modelling Dynamic ICT Services Markets

Jan 30, 2022

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Page 1: Modelling Dynamic ICT Services Markets

1

Modelling Dynamic ICT Services Markets

Associate Professor Harald Øverby Post. Doc. Gergely Biczók Professor Jan. A. Audestad

Department of Telematics Norwegian University of Science and Technology

TTM6 Tele-economics, advanced

Page 2: Modelling Dynamic ICT Services Markets

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Motivation and contribution

•  ICT products have some unique properties influencing market adoption –  Network effects

•  These properties are crucial to understand in order to increase revenue for companies when offering ICT services

•  We provide a theoretical framework and a first step to quantitatively model ICT services markets

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Outline

•  ICT services markets –  Network effects –  Positive feedback –  Churning

•  Quantifying market parameters •  Discrete event simulation model •  Market evolution

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ICT service markets

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Assumptions

•  Homogenous service –  All implementations of the considered service implement the

service in the same way

•  Exclusive market –  User can subscribe to maximum one service

•  Equal value –  User put the same value on each product, i.e. we assume equal

price and popularity among products

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Product diffusion – S curve

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Suitable services

•  Instant Messaging services –  Video, text, voice conversation

•  Mobile telephony –  Voice service

•  Mobile Operating Systems –  iOS, Android, Widnows Phone

•  Web browsers –  IE vs Netscape vs Firefox

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Positive feedback

•  Positive feedback rises due to –  Positive network effects –  Demand and supply side –  Direct and indirect effects

•  Model positive feedback using Polya´s urn problem •  Scale parameter γ

–  Express network externalities

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Polya´s urn problem

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Churning

•  Loss/gain of users to other service providers in the market

•  Influenced by switching costs

•  Assume a certain number of users churn each time period

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Mathematical model

•  Market with positive feedback, churning and two service providers

•  Described by differential equations •  Cannot be solved analytically

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Mathematical model – plane portrait

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Simulations

•  Mathematical model has no closed form solutions •  Results obtained through simulations •  SIMULA/DEMOS

–  Monte carlo type of simulations –  New customers are discrete events –  Churning customers are discrete events

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Numerical evaluation

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Market without churning

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Market with churning

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High positive feedback

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Low positive feedback

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Web browser market (real data)

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Conclusions

•  Developed a market simulator for dynamic ICT services markets

•  Quantify parameters influencing the outcome of competition in ICT services markets

•  Future work will extend the model –  Pricing –  Loyalty –  Popularity