家族所有权对成本弹性的影响

IF 2.5 3区 管理学 Q2 BUSINESS, FINANCE European Accounting Review Pub Date : 2023-08-21 DOI:10.1080/09638180.2023.2244016
Gianfranco Siciliano, Dan Weiss
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These findings extend prior studies on ownership effects on cost structures, suggesting that family ownership matters in understanding firms’ cost elasticity choices.Keywords: Cost behaviourCost elasticityOwnershipFamily firmsJEL Codes: M41D24L23D10 AcknowledgementsWe gratefully acknowledge constructive comments from Ashiq Ali, Eli Amir, Dan Amiram, Yakov Amihud, Eli Bartov, Jan Bouwens, Verdan Capkun, Mark DeFond, Shane Dikolli, Shai Levi, Luc Paugam, Suresh Radhakrishnan, Herve Stolowy, and participants of the 2019 Financial and Managerial Accounting Research Conference, 2020 MAS Midyear Meetings, JMAR Online Brownbag, and seminar participants at Bocconi University, HEC Paris, University of Florence. We acknowledge financial support from our respective institutions and from the Raya Strauss Center of Family Business Research. Any errors are entirely our own.Disclosure StatementNo potential conflict of interest was reported by the author(s).Notes1 Cost elasticity is the percentage change in costs in response to percentage change in activity level (or volume).2 See Kreps (Citation1990) and Varian (Citation2014).3 Family businesses generate an estimated 70–90% of global GDP annually (Family Firm Institute, Citation2017), while 85% of startups worldwide are established with family money (Family Firm Institute, Citation2017 – Global Data Points).4 The Bvd Electronic Publishing (BvDEP) Ownership Database is a source of owner and subsidiary links worldwide.5 Information on proprietary linkages from BvD is collected directly from official bodies, if any, or from national and international providers. In case of conflicting information among providers covering the same country, the Ownership Database is updated according to the latest available report.6 In these cases, the GUO type is “Industrial Company” (type C), “Foundation/Research Institute” (type J), and “Mutual & Pension Fund/Nominee/Trust/Trustee” (type E). Following Faccio et al. (Citation2011), we exclude 69 firms for which the government is the GUO (type S, i.e., public authority, state, government), because governments’ risk-taking preferences are typically different from those of private investors (Faccio et al., Citation2011).7 According to DeFond et al. (Citation2017, p. 3630), “CEM is essentially a variation of exact matching, but instead of matching on the exact values of covariates, it matches on a coarsened range (or strata) of covariates. By stratifying covariates, CEM alleviates the significant demands that exact matching imposes on the data. CEM also directly matches on the multivariate distributions of the covariates instead of matching on a single scalar (i.e., propensity score). As a result, CEM does not rely on the functional form and discriminative ability of a first-stage propensity score model, and considers higher moments of the covariate distributions.”8 Matching by country and industry allows us to account for (invariant) unobserved heterogeneity within countries and industries, which subsumes common factors such as quality of institutions, labor regulations, and idiosyncratic industry characteristics and therefore could affect our results.9 Our matching procedure follows Barber and Lyon (Citation1996). They advise researchers to use a performance variable (e.g., earnings) as a matching variable and argue that commonly used research designs (including matching by using firms’ attributes other than performance) yield test statistics that are misspecified in cases where sample firms have performed either unusually well or poorly. Particularly, they find that matching treated firms to control firms on industry and performance is generally more important than matching them on industry alone (or on only country or size). Huson et al. (Citation2004) advocate the matching method suggested by Barber and Lyon because it controls for potential mean reversion of accounting performance time series, which may affect measures of change variables (such as sales) in our study.10 We replicate the analyses using the actual values of the variables rather than their natural logarithm. The results are essentially the same.11 In sensitivity tests, we extend the model in equation (1) to control for a potential differential influence of firm age, operating cycle, national cultural dimension of long-term orientation as in Kitching et al. (Citation2016), and country legal protection using the investor right index from the World Bank’s website. We also estimated equation (1) using lagged sales as the denominator of the percentage change in operating costs, as suggested by Balakrishnan et al. (Citation2014). All the findings (unreported for brevity) further support our hypothesis. In line with prior cross-country studies, however, we cannot perfectly rule out that some country-specific features affect our findings. To partially alleviate this concern, we test whether the findings are driven by the observations from the UK, which represent 26% of the entire sample. Results from estimating equation (1) excluding observations from the UK (unreported for brevity) remain unaffected.12 We cannot rule out, however, that other unobservable variables predicting both the choice of the successor and the subsequent change in cost elasticity may exist. Also, the study is limited in ruling out other explanations: for example, a change of cost elasticity in family firms after a death event might be the result of the founder’s traits and managerial ability, not only family ownership.13 Aboody et al. (Citation2018) require at least eight years of data for each firm, Kallapur and Eldenburg (Citation2005) require at least 16 years of data to be available for each hospital department, and Lev (Citation1974) requires at least 20 years of data for each firm.14 We use the z-statistic for testing the hypothesis (β3 full sample = β3 sample excluding founder firms). The result from the statistical test indicates rejection at the 1% significance level following Holzhacker et al. (Citation2015b, Table 7) in using the z-statistic to test for differences across groups, as in Clogg et al. (Citation1995) and Cohen (Citation1983).15 We acknowledge that founder firms can differ in other ways that affect cost elasticity. They are likely to be younger firms in earlier lifecycle stages, they are likely to focus on growth, and the founder might be more overconfident than subsequent generations. Some of these differences encourage family firms to take risks, working against our hypothesis.16 The incidence of eponymy in our sample, 17.8% (150 / (150 + 688)), is similar to that reported in Belenzon et al. (Citation2017), i.e., 19%.17 As a robustness test, we also match 1,080 eponymous family firm observations with the corresponding 1,080 non-eponymous non-family firm observations. The coefficient estimate on the interaction term, β3, is 0.100% per 1% change in sales, and is significant at the 5% level, supporting our conclusion.18 We test the hypothesis (β1+β3)FF = (β1+β3)NON-FF at the 1% significance level following Holzhacker et al. (Citation2015b, Table 7) by using the z-statistic to test for differences across groups, as in Clogg et al. (Citation1995) and Cohen (Citation1983). We also estimate a triple-interaction model using the full sample for testing the hypothesis (β1+β3)FF = (β1+β3)NON-FF. Untabulated results confirm our results.19 This study focuses on cost elasticity and our partial insights on cost stickiness are limited. Prabowo (Citation2019) documented SG&A cost stickiness in US family firms. Recently, Abudy and Shust (Citation2022) used a small Israeli sample and report anti-sticky SG&A costs in family firms. SG&A costs reflect different resources than operating costs, and our large sample of 13 EU countries does not include either US nor Israeli firms. Additional research is necessary to examine cost stickiness in family firms.20 As a real-life example of actions that firms take to modify their cost structure, Guess, a family-owned apparel marketer founded by the Marciano family in 1981, reports strengthening its “ability to control variable costs such as cost of sales and payroll and, in some cases, renegotiate lease costs” (Guess 10-K 2017, 56).","PeriodicalId":11764,"journal":{"name":"European Accounting Review","volume":null,"pages":null},"PeriodicalIF":2.5000,"publicationDate":"2023-08-21","publicationTypes":"Journal Article","fieldsOfStudy":null,"isOpenAccess":false,"openAccessPdf":"","citationCount":"0","resultStr":"{\"title\":\"Family Ownership Influence on Cost Elasticity\",\"authors\":\"Gianfranco Siciliano, Dan Weiss\",\"doi\":\"10.1080/09638180.2023.2244016\",\"DOIUrl\":null,\"url\":null,\"abstract\":\"AbstractThis study explores the relation between family ownership and cost elasticity. Using a sample of 1746 European firms, we first find that family ownership, a prevalent ownership type with unique characteristics, is associated with greater cost elasticity. Further, we use four empirical settings to increase our confidence that a higher cost elasticity is attributable to family ownership. We also document that family firms achieve greater operating cost elasticity primarily through modifying SG&A costs in response to changing sales, but not by hiring or firing employees. These findings extend prior studies on ownership effects on cost structures, suggesting that family ownership matters in understanding firms’ cost elasticity choices.Keywords: Cost behaviourCost elasticityOwnershipFamily firmsJEL Codes: M41D24L23D10 AcknowledgementsWe gratefully acknowledge constructive comments from Ashiq Ali, Eli Amir, Dan Amiram, Yakov Amihud, Eli Bartov, Jan Bouwens, Verdan Capkun, Mark DeFond, Shane Dikolli, Shai Levi, Luc Paugam, Suresh Radhakrishnan, Herve Stolowy, and participants of the 2019 Financial and Managerial Accounting Research Conference, 2020 MAS Midyear Meetings, JMAR Online Brownbag, and seminar participants at Bocconi University, HEC Paris, University of Florence. We acknowledge financial support from our respective institutions and from the Raya Strauss Center of Family Business Research. Any errors are entirely our own.Disclosure StatementNo potential conflict of interest was reported by the author(s).Notes1 Cost elasticity is the percentage change in costs in response to percentage change in activity level (or volume).2 See Kreps (Citation1990) and Varian (Citation2014).3 Family businesses generate an estimated 70–90% of global GDP annually (Family Firm Institute, Citation2017), while 85% of startups worldwide are established with family money (Family Firm Institute, Citation2017 – Global Data Points).4 The Bvd Electronic Publishing (BvDEP) Ownership Database is a source of owner and subsidiary links worldwide.5 Information on proprietary linkages from BvD is collected directly from official bodies, if any, or from national and international providers. In case of conflicting information among providers covering the same country, the Ownership Database is updated according to the latest available report.6 In these cases, the GUO type is “Industrial Company” (type C), “Foundation/Research Institute” (type J), and “Mutual & Pension Fund/Nominee/Trust/Trustee” (type E). Following Faccio et al. (Citation2011), we exclude 69 firms for which the government is the GUO (type S, i.e., public authority, state, government), because governments’ risk-taking preferences are typically different from those of private investors (Faccio et al., Citation2011).7 According to DeFond et al. (Citation2017, p. 3630), “CEM is essentially a variation of exact matching, but instead of matching on the exact values of covariates, it matches on a coarsened range (or strata) of covariates. By stratifying covariates, CEM alleviates the significant demands that exact matching imposes on the data. CEM also directly matches on the multivariate distributions of the covariates instead of matching on a single scalar (i.e., propensity score). As a result, CEM does not rely on the functional form and discriminative ability of a first-stage propensity score model, and considers higher moments of the covariate distributions.”8 Matching by country and industry allows us to account for (invariant) unobserved heterogeneity within countries and industries, which subsumes common factors such as quality of institutions, labor regulations, and idiosyncratic industry characteristics and therefore could affect our results.9 Our matching procedure follows Barber and Lyon (Citation1996). They advise researchers to use a performance variable (e.g., earnings) as a matching variable and argue that commonly used research designs (including matching by using firms’ attributes other than performance) yield test statistics that are misspecified in cases where sample firms have performed either unusually well or poorly. Particularly, they find that matching treated firms to control firms on industry and performance is generally more important than matching them on industry alone (or on only country or size). Huson et al. (Citation2004) advocate the matching method suggested by Barber and Lyon because it controls for potential mean reversion of accounting performance time series, which may affect measures of change variables (such as sales) in our study.10 We replicate the analyses using the actual values of the variables rather than their natural logarithm. The results are essentially the same.11 In sensitivity tests, we extend the model in equation (1) to control for a potential differential influence of firm age, operating cycle, national cultural dimension of long-term orientation as in Kitching et al. (Citation2016), and country legal protection using the investor right index from the World Bank’s website. We also estimated equation (1) using lagged sales as the denominator of the percentage change in operating costs, as suggested by Balakrishnan et al. (Citation2014). All the findings (unreported for brevity) further support our hypothesis. In line with prior cross-country studies, however, we cannot perfectly rule out that some country-specific features affect our findings. To partially alleviate this concern, we test whether the findings are driven by the observations from the UK, which represent 26% of the entire sample. Results from estimating equation (1) excluding observations from the UK (unreported for brevity) remain unaffected.12 We cannot rule out, however, that other unobservable variables predicting both the choice of the successor and the subsequent change in cost elasticity may exist. Also, the study is limited in ruling out other explanations: for example, a change of cost elasticity in family firms after a death event might be the result of the founder’s traits and managerial ability, not only family ownership.13 Aboody et al. (Citation2018) require at least eight years of data for each firm, Kallapur and Eldenburg (Citation2005) require at least 16 years of data to be available for each hospital department, and Lev (Citation1974) requires at least 20 years of data for each firm.14 We use the z-statistic for testing the hypothesis (β3 full sample = β3 sample excluding founder firms). The result from the statistical test indicates rejection at the 1% significance level following Holzhacker et al. (Citation2015b, Table 7) in using the z-statistic to test for differences across groups, as in Clogg et al. (Citation1995) and Cohen (Citation1983).15 We acknowledge that founder firms can differ in other ways that affect cost elasticity. They are likely to be younger firms in earlier lifecycle stages, they are likely to focus on growth, and the founder might be more overconfident than subsequent generations. Some of these differences encourage family firms to take risks, working against our hypothesis.16 The incidence of eponymy in our sample, 17.8% (150 / (150 + 688)), is similar to that reported in Belenzon et al. (Citation2017), i.e., 19%.17 As a robustness test, we also match 1,080 eponymous family firm observations with the corresponding 1,080 non-eponymous non-family firm observations. The coefficient estimate on the interaction term, β3, is 0.100% per 1% change in sales, and is significant at the 5% level, supporting our conclusion.18 We test the hypothesis (β1+β3)FF = (β1+β3)NON-FF at the 1% significance level following Holzhacker et al. (Citation2015b, Table 7) by using the z-statistic to test for differences across groups, as in Clogg et al. (Citation1995) and Cohen (Citation1983). We also estimate a triple-interaction model using the full sample for testing the hypothesis (β1+β3)FF = (β1+β3)NON-FF. Untabulated results confirm our results.19 This study focuses on cost elasticity and our partial insights on cost stickiness are limited. Prabowo (Citation2019) documented SG&A cost stickiness in US family firms. Recently, Abudy and Shust (Citation2022) used a small Israeli sample and report anti-sticky SG&A costs in family firms. SG&A costs reflect different resources than operating costs, and our large sample of 13 EU countries does not include either US nor Israeli firms. 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引用次数: 0

摘要

摘要本研究探讨家庭所有制与成本弹性的关系。利用1746家欧洲企业的样本,我们首先发现家族所有制具有更大的成本弹性,这是一种具有独特特征的普遍所有制类型。此外,我们使用四种经验设置来增加我们的信心,即更高的成本弹性归因于家族所有权。我们还证明,家族企业实现更大的运营成本弹性主要是通过根据销售变化调整SG&A成本,而不是通过雇佣或解雇员工。这些发现扩展了先前关于所有权对成本结构影响的研究,表明家族所有权在理解企业的成本弹性选择方面很重要。关键词:成本行为成本弹性所有权家族企业jel代码我们感谢Ashiq Ali、Eli Amir、Dan Amiram、Yakov Amihud、Eli Bartov、Jan Bouwens、Verdan Capkun、Mark DeFond、Shane Dikolli、Shai Levi、Luc Paugam、Suresh Radhakrishnan、Herve stollowy、2019年财务与管理会计研究会议、2020年MAS年中会议、JMAR在线Brownbag以及博科尼大学、巴黎高等商学院、佛罗伦萨大学研讨会的与会者提出的建设性意见。我们感谢各自机构和拉亚·施特劳斯家族企业研究中心提供的资金支持。任何错误都是我们自己的。披露声明作者未报告潜在的利益冲突。注1成本弹性是成本随活动水平(或数量)的百分比变化而变化的百分比参见Kreps (Citation1990)和Varian (Citation2014)据估计,家族企业每年创造全球GDP的70-90%(家族企业研究所,Citation2017),而全球85%的初创企业是用家族资金建立的(家族企业研究所,Citation2017 -全球数据点)Bvd电子出版(BvDEP)所有权数据库是全球所有者和附属链接的来源来自生物制品公司的专有联系信息是直接从官方机构(如果有的话)或国家和国际供应商处收集的。如果同一国家的供应商之间的信息有冲突,则根据最新的可用报告更新所有权数据库在这些案例中,GUO类型是“工业公司”(C类)、“基金会/研究所”(J类)和“共同和养老基金/代人/信托/受托人”(E类)。继Faccio等人(Citation2011)之后,我们排除了69家政府为GUO的公司(S类,即公共机构、国家、政府),因为政府的风险偏好通常不同于私人投资者(Faccio等人,Citation2011)根据DeFond等人(Citation2017, p. 3630)的说法,“CEM本质上是精确匹配的一种变体,但它不是在协变量的精确值上匹配,而是在协变量的粗范围(或分层)上匹配。通过对协变量进行分层,CEM减轻了精确匹配对数据的显著要求。CEM还直接匹配协变量的多变量分布,而不是匹配单个标量(即倾向得分)。因此,CEM不依赖于第一阶段倾向得分模型的函数形式和判别能力,而是考虑协变量分布的更高矩。按国家和行业进行匹配,使我们能够考虑到国家和行业内部(不变的)未观察到的异质性,其中包括诸如制度质量、劳动法规和特殊行业特征等共同因素,因此可能会影响我们的结果我们的配对程序遵循Barber和Lyon (Citation1996)。他们建议研究人员使用业绩变量(例如,收益)作为匹配变量,并认为通常使用的研究设计(包括通过使用公司的属性而不是业绩进行匹配)在样本公司表现异常好或异常差的情况下产生错误的测试统计。特别是,他们发现,匹配受待遇的公司来控制公司的行业和绩效,通常比单独匹配行业(或仅匹配国家或规模)更重要。Huson等人(Citation2004)提倡Barber和Lyon提出的匹配方法,因为它控制了会计绩效时间序列的潜在均值回归,这可能会影响我们研究中变化变量(如销售额)的度量我们使用变量的实际值而不是它们的自然对数来重复分析。结果基本上是一样的在敏感性测试中,我们扩展了方程(1)中的模型,以控制公司年龄、经营周期、国家文化维度对长期取向的潜在差异影响,如Kitching等人所做的那样。
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Family Ownership Influence on Cost Elasticity
AbstractThis study explores the relation between family ownership and cost elasticity. Using a sample of 1746 European firms, we first find that family ownership, a prevalent ownership type with unique characteristics, is associated with greater cost elasticity. Further, we use four empirical settings to increase our confidence that a higher cost elasticity is attributable to family ownership. We also document that family firms achieve greater operating cost elasticity primarily through modifying SG&A costs in response to changing sales, but not by hiring or firing employees. These findings extend prior studies on ownership effects on cost structures, suggesting that family ownership matters in understanding firms’ cost elasticity choices.Keywords: Cost behaviourCost elasticityOwnershipFamily firmsJEL Codes: M41D24L23D10 AcknowledgementsWe gratefully acknowledge constructive comments from Ashiq Ali, Eli Amir, Dan Amiram, Yakov Amihud, Eli Bartov, Jan Bouwens, Verdan Capkun, Mark DeFond, Shane Dikolli, Shai Levi, Luc Paugam, Suresh Radhakrishnan, Herve Stolowy, and participants of the 2019 Financial and Managerial Accounting Research Conference, 2020 MAS Midyear Meetings, JMAR Online Brownbag, and seminar participants at Bocconi University, HEC Paris, University of Florence. We acknowledge financial support from our respective institutions and from the Raya Strauss Center of Family Business Research. Any errors are entirely our own.Disclosure StatementNo potential conflict of interest was reported by the author(s).Notes1 Cost elasticity is the percentage change in costs in response to percentage change in activity level (or volume).2 See Kreps (Citation1990) and Varian (Citation2014).3 Family businesses generate an estimated 70–90% of global GDP annually (Family Firm Institute, Citation2017), while 85% of startups worldwide are established with family money (Family Firm Institute, Citation2017 – Global Data Points).4 The Bvd Electronic Publishing (BvDEP) Ownership Database is a source of owner and subsidiary links worldwide.5 Information on proprietary linkages from BvD is collected directly from official bodies, if any, or from national and international providers. In case of conflicting information among providers covering the same country, the Ownership Database is updated according to the latest available report.6 In these cases, the GUO type is “Industrial Company” (type C), “Foundation/Research Institute” (type J), and “Mutual & Pension Fund/Nominee/Trust/Trustee” (type E). Following Faccio et al. (Citation2011), we exclude 69 firms for which the government is the GUO (type S, i.e., public authority, state, government), because governments’ risk-taking preferences are typically different from those of private investors (Faccio et al., Citation2011).7 According to DeFond et al. (Citation2017, p. 3630), “CEM is essentially a variation of exact matching, but instead of matching on the exact values of covariates, it matches on a coarsened range (or strata) of covariates. By stratifying covariates, CEM alleviates the significant demands that exact matching imposes on the data. CEM also directly matches on the multivariate distributions of the covariates instead of matching on a single scalar (i.e., propensity score). As a result, CEM does not rely on the functional form and discriminative ability of a first-stage propensity score model, and considers higher moments of the covariate distributions.”8 Matching by country and industry allows us to account for (invariant) unobserved heterogeneity within countries and industries, which subsumes common factors such as quality of institutions, labor regulations, and idiosyncratic industry characteristics and therefore could affect our results.9 Our matching procedure follows Barber and Lyon (Citation1996). They advise researchers to use a performance variable (e.g., earnings) as a matching variable and argue that commonly used research designs (including matching by using firms’ attributes other than performance) yield test statistics that are misspecified in cases where sample firms have performed either unusually well or poorly. Particularly, they find that matching treated firms to control firms on industry and performance is generally more important than matching them on industry alone (or on only country or size). Huson et al. (Citation2004) advocate the matching method suggested by Barber and Lyon because it controls for potential mean reversion of accounting performance time series, which may affect measures of change variables (such as sales) in our study.10 We replicate the analyses using the actual values of the variables rather than their natural logarithm. The results are essentially the same.11 In sensitivity tests, we extend the model in equation (1) to control for a potential differential influence of firm age, operating cycle, national cultural dimension of long-term orientation as in Kitching et al. (Citation2016), and country legal protection using the investor right index from the World Bank’s website. We also estimated equation (1) using lagged sales as the denominator of the percentage change in operating costs, as suggested by Balakrishnan et al. (Citation2014). All the findings (unreported for brevity) further support our hypothesis. In line with prior cross-country studies, however, we cannot perfectly rule out that some country-specific features affect our findings. To partially alleviate this concern, we test whether the findings are driven by the observations from the UK, which represent 26% of the entire sample. Results from estimating equation (1) excluding observations from the UK (unreported for brevity) remain unaffected.12 We cannot rule out, however, that other unobservable variables predicting both the choice of the successor and the subsequent change in cost elasticity may exist. Also, the study is limited in ruling out other explanations: for example, a change of cost elasticity in family firms after a death event might be the result of the founder’s traits and managerial ability, not only family ownership.13 Aboody et al. (Citation2018) require at least eight years of data for each firm, Kallapur and Eldenburg (Citation2005) require at least 16 years of data to be available for each hospital department, and Lev (Citation1974) requires at least 20 years of data for each firm.14 We use the z-statistic for testing the hypothesis (β3 full sample = β3 sample excluding founder firms). The result from the statistical test indicates rejection at the 1% significance level following Holzhacker et al. (Citation2015b, Table 7) in using the z-statistic to test for differences across groups, as in Clogg et al. (Citation1995) and Cohen (Citation1983).15 We acknowledge that founder firms can differ in other ways that affect cost elasticity. They are likely to be younger firms in earlier lifecycle stages, they are likely to focus on growth, and the founder might be more overconfident than subsequent generations. Some of these differences encourage family firms to take risks, working against our hypothesis.16 The incidence of eponymy in our sample, 17.8% (150 / (150 + 688)), is similar to that reported in Belenzon et al. (Citation2017), i.e., 19%.17 As a robustness test, we also match 1,080 eponymous family firm observations with the corresponding 1,080 non-eponymous non-family firm observations. The coefficient estimate on the interaction term, β3, is 0.100% per 1% change in sales, and is significant at the 5% level, supporting our conclusion.18 We test the hypothesis (β1+β3)FF = (β1+β3)NON-FF at the 1% significance level following Holzhacker et al. (Citation2015b, Table 7) by using the z-statistic to test for differences across groups, as in Clogg et al. (Citation1995) and Cohen (Citation1983). We also estimate a triple-interaction model using the full sample for testing the hypothesis (β1+β3)FF = (β1+β3)NON-FF. Untabulated results confirm our results.19 This study focuses on cost elasticity and our partial insights on cost stickiness are limited. Prabowo (Citation2019) documented SG&A cost stickiness in US family firms. Recently, Abudy and Shust (Citation2022) used a small Israeli sample and report anti-sticky SG&A costs in family firms. SG&A costs reflect different resources than operating costs, and our large sample of 13 EU countries does not include either US nor Israeli firms. Additional research is necessary to examine cost stickiness in family firms.20 As a real-life example of actions that firms take to modify their cost structure, Guess, a family-owned apparel marketer founded by the Marciano family in 1981, reports strengthening its “ability to control variable costs such as cost of sales and payroll and, in some cases, renegotiate lease costs” (Guess 10-K 2017, 56).
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来源期刊
European Accounting Review
European Accounting Review BUSINESS, FINANCE-
CiteScore
7.00
自引率
6.10%
发文量
58
期刊介绍: Devoted to the advancement of accounting knowledge, it provides a forum for the publication of high quality accounting research manuscripts. The journal acknowledges its European origins and the distinctive variety of the European accounting research community. Conscious of these origins, European Accounting Review emphasises openness and flexibility, not only regarding the substantive issues of accounting research, but also with respect to paradigms, methodologies and styles of conducting that research. Though European Accounting Review is a truly international journal, it also holds a unique position as it is the only accounting journal to provide a European forum for the reporting of accounting research.
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