Opening the source code: The threat of forking

IF 1.1 Q3 MATHEMATICS, INTERDISCIPLINARY APPLICATIONS
A. Seidl, S. Wrzaczek
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引用次数: 1

Abstract

Making software open source can have substantial positive effects on the quality and diffusion of a software and strengthen the sales of complementary products. However, it is a large concern of firms that a competitor might use the very same source code to start its own competitive project, a so-called fork. This paper analyzes whether the threat of forking prevents a firm to open its source code. We consider three different regimes: In the first regime a firm develops and sells software under a proprietary license, in the second regime, it uses an open source business model. The third regime is characterized by the competition of two related open source projects. The switching times between the regimes are optimally determined. We find that the optimal strategy substantially depends on the initial state value and the extent to which a competitor can make use of the firm's software quality. A small initial software quality can prevent a firm to open the code when it cannot afford competition, only with a competitive advantage open source is attractive then. For a large initial software quality, a firm would never open the code immediately, it would either wait or keep it proprietary forever.
打开源代码:分叉的威胁
使软件开源可以对软件的质量和传播产生实质性的积极影响,并加强互补产品的销售。然而,公司非常担心竞争对手可能会使用相同的源代码来启动自己的竞争项目,即所谓的分叉。本文分析了分叉的威胁是否会阻止公司开放其源代码。我们考虑了三种不同的制度:在第一种制度下,公司在专有许可下开发和销售软件,在第二种制度下,它使用开源商业模式。第三种机制的特点是两个相关的开源项目之间的竞争。两种制度之间的转换时间是最佳确定的。我们发现,最优策略基本上取决于初始状态值和竞争对手可以利用公司软件质量的程度。一个小的初始软件质量可能会阻止公司在无法承受竞争的情况下开放代码,只有在具有竞争优势的情况下开放源代码才具有吸引力。对于一个大的初始软件质量,公司永远不会立即开放代码,它要么等待,要么永远保留它的所有权。
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来源期刊
Journal of Dynamics and Games
Journal of Dynamics and Games MATHEMATICS, INTERDISCIPLINARY APPLICATIONS-
CiteScore
2.00
自引率
0.00%
发文量
26
期刊介绍: The Journal of Dynamics and Games (JDG) is a pure and applied mathematical journal that publishes high quality peer-review and expository papers in all research areas of expertise of its editors. The main focus of JDG is in the interface of Dynamical Systems and Game Theory.
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