Casos para Ensino: O Caso da Rua Azambuja: Ascensão e Queda

IF 0.4 4区 数学 Q4 MATHEMATICS
Ana Cristina Heil Belli, Alessandra Cassol, A. Alberton, Sidnei Vieira Marinho
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引用次数: 2

Abstract

The case presents the history of Azambuja Street located in Brusque-SC, Brazil, which in the 1980s experienced the founding of several garment manufacturers and stores who both produced and delivered the goods to the customer, contributing to the city becoming known as the capital of prompt delivery. The history of Azambuja Street starts with the emergence of trade in wholesale clothing and also a history of entrepreneurship and strategic adaptation. The case’s educational objectives can be outlined as follows: (a) understand the impact in organizations generated by changes in the economy, (b) analyze the process of strategic adaptation in the case, (c) relate the context of strategic adaptation to a practical example of entrepreneurship. The case can be used in undergraduate and graduate Business Administration programs, to cover issues relating to management, strategy and entrepreneurship. Primary data obtained through semi-structured interviews were supplemented by secondary data obtained through web research.
教学案例:阿赞布贾街案例:兴衰
该案例展示了位于巴西Brusque-SC的Azambuja街的历史,在20世纪80年代,这条街经历了几家服装制造商和商店的成立,这些制造商和商店既生产又向客户交付货物,使这座城市成为众所周知的快速交付之都。Azambuja街的历史始于服装批发贸易的出现,也是企业家精神和战略适应的历史。本案例的教育目标可概括如下:(a)了解经济变化对组织产生的影响,(b)分析本案例中的战略适应过程,(c)将战略适应的背景与企业家精神的实际例子联系起来。本案例可用于本科和研究生工商管理课程,涵盖与管理、战略和创业相关的问题。通过半结构化访谈获得的主要数据辅以通过网络研究获得的次要数据。
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来源期刊
Theory and Applications of Categories
Theory and Applications of Categories MATHEMATICS, APPLIED-MATHEMATICS
CiteScore
1.30
自引率
0.00%
发文量
0
期刊介绍: The journal Theory and Applications of Categories will disseminate articles that significantly advance the study of categorical algebra or methods, or that make significant new contributions to mathematical science using categorical methods. The scope of the journal includes: all areas of pure category theory, including higher dimensional categories; applications of category theory to algebra, geometry and topology and other areas of mathematics; applications of category theory to computer science, physics and other mathematical sciences; contributions to scientific knowledge that make use of categorical methods.
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