在完成英文Thesis之前,需要先做一个英文的Research Proposal。很多人对如何开始做一个Proposal没有概念,那么英语的Proposal里面到底包含什么内容?一般需要多少字?应该怎么开始写?Proposal是Thesis前的一个前期预备工作,是对要做的Thesis Research的问题和流程的概括性描述,提供对之后的研究方法的逻辑概述,说明这个所研究项目的重要性。
以下提供了2篇英语Proposal范文,大家可以做为参考。
英语Proprosal范文1
ABSTRACT
Ipractically assess if CSR disclosure and investment of Corporate Social Responsibly (CSR)enables/facilitates cooperation among partners in business collaborations.This is because business collaborations are vital in sustaining an organization’s competitive advantage even if almost half the projects fail. The main reason as to why the project fail is lack of partners’ cooperation in business collaborations referred to as relational risk. Results show that CSR disclosure results into an unlimitedCSR investment but does not support the general level of cooperation. Besides this, CSR disclosure regulates the relationship between CSR investment and cooperation. In a situation where both managers invest in CSR and under a disclosed CSR, then the cooperation rate is higher. Additionally, organizational managers who invest in CSR are sensitive to CSR disclosure evidence than those mangers who fail to invest in CSR. The CSR investor managers are as well more cooperative whenever they get the indication that their partners also invested in CSR. While on the other hand, managers who fail to invest in CSR fail also to attend to CSR disclosure information and that they are similarly cooperative when the partner with CSR investors or non-CSR investors. In summary, under a non-disclosed CSR, investor managershave a higher cooperation likelihood that the mangers who fail to invest in CSR. Despite the fact that CSR is well known, we only know little as to why managers choose to invest in CSR or rather disclose CSR information. This dissertation there implies to academic scholars and practitioners CSR information by signifying the potential CSR disclosure and investment benefits while vindicating the relational risk amongst business collaborations.
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)
INTRODUCTION
1.1 Background Information
Corporate Social Responsibility (CSR) is defined as the organization’s incorporation of societal and environmental concerns done through its business practices and resource contributions (Dahlsrud, 2008, p.2). Over the years, CSR investment and disclosure has experienced a rapid growth and that CSR disclosure investment has become increasingly popular. A research done by Pricewaterhouse on 68 countries covering 1,344 CEO’s revealed that 74% of the CEO’s attributed that CSR measuring and reporting adds up to organizational long-term success (PriceWaterhouseCoopers, 2014, p.7).
CSR investment and disclosure leads to information asymmetry reduction in labor and capital markets as well as lowering the cost of capital, reducing negative stock price shocks, improving future performance, and analyst forecast precision Dhaliwal et. al, 2012 pg 19). Its investment is reflective of the manager’s attributes in regard to fiscal policy. Additionally, it has become evident that employee effort and motivation is improved when organization venture and invest in disclosure CSR (Koppel & Regner, 2014 p.112). Research findings have as well suggested that organizationalmanagers can invest in disclosure CSR and CSR in regard to investors’ preferences and for them to attract and retain employees (Martin & Moses 2016 p.326).
Alongside CSR investment and disclosure rapid growth, there also lies a great deal of skepticism underlying the honesty of CSR investment and its credibility among the popular press, customers, investors, and academic researchers. Many of these stakeholders have a strong belief that organizations are getting huge profits from dishonest claims of CSR’s terms such as “CSR washing” and “green washing” are becoming famous (Pope & Waeraas, 2016 p.222).Also, domestic and international research findings have consistently disclosed that end user consumers have a strong belief that disclosure CSR investment is done superficially as the basis for marketing campaigning hence making it a concern on how the stakeholders view CSR investment disclosure (Kanter, 2009 p.343).
1.2 Scope of the Research
This research builds on the emerging trends of CSR literature in accounting; this will be achieved by examining the relationship between CSR investment, disclosure and cooperation in organizational collaborations (Katz, 2008 p.228). Since the start of the 20th century, organizations have increasingly got engaged in business collaborations to access complementary competencies thatto some extent may be difficult, time consuming, and may be too difficult to develop. Organizational collaborations can as well take different forms which can range from joint research/development, outsourcing, innovation/technology sharing, and joint marketing (Anderson & Dekker, 2014 p.243).
According to a research done by business performance innovation network 2014, 85% of the respondents have a belief that organizational collaborations are crucial for business growth (Business Performance Innovation Network, 2014 p.245). Even though, despite the business popularity collaborations only half of the organizations that gets themselves into failure (Lunnan & Haugland, p.478).This high rate of business collaboration failure is attributed by the lack of cooperation referred to as relational risk which is a vital determining factor of cooperation in organizational culture and business collaborations (Pothukuchi et al. 2002 p.323). Organizational culture, values and norms have also been compromising the firm’s informal control system. It is therefore by this that researchers have conducted experimental accounting surveys which have confirmed that informal controls can pose a significant interactive effect on intrafirm collaborations and work groups (Kelly & Presslee, 2017 p.239).
1.3 Hypothesis of the Research
In this research, I choose to practically examine the organizational collaboration setting using a strategic interaction task where two parties choose simultaneously whether to cooperate in the collaboration or not to collaborate (Martin & Moser, 2012 p.413). This will also involve a one-time modified stag hound duty that operationalizes the involved risk in regard to cooperation business collaborations. In this case, earnings are such that there are risks in cooperation but potential in wealth increase while on the other hand non-cooperation is riskless. Recent calls on accounting literature to assess CSR disclosure investment is answered by the use of strategic interaction task which uses practical methodologies (Huang & Wtson, 2015 p.221). Additionally, the use of practical economics methodology answers the concerns for the use of game theoretic methodologiesdirectly and thus encouraging cooperation and facilitating mitigation relational risks in business collaborations (Huang & Wtson, 2015 pg 28).
Like the previous practical surveys, I regard CSR disclosure investment as a charitable offer where participants decide whether to give part of their revenues from stag hunt task to charity (Brekke, 2011pg 19). I as well assess the impact of CSR disclosure investment by manipulating disclosure to two points among the participants, disclosure, and non-disclosure treatment where either participant is not aware whether or not did their partner donate to charity (Brekke, 2011pg 19). Previous researches also show that individuals invest in CSR disclosure consider other-regarding whose preference results into unquestionable cooperation. Besides this, it in not confirmed if at all a presumably other-regarding organizational manager who does not venture into CSR has the chance of cooperating in business collaborations as those who invest do (Brekke & Nyborg, 2008 pg 40). This is true because cooperation in any business collaboration is driven by the manager’s preference for cooperation as well as their beliefs about their partner’s preference for the same course of cooperation. I then hypothesizethat CSR disclosure investment is a positive indicator of the manager’s preference for cooperation and a facilitator for general business cooperation in collaborations (Brekke, 2011pg 19).
Research results further suggest that organizational managers are more likely to venture and invest in CSR under circumstances where CSR is disclosed unlike when it is not disclosed. However, it not evident that cooperation is higher when CSR is under a disclosure than when it is not. Practical research findings provide evidence that CSR disclosure balances the connection between CSR investment and business collaboration cooperation. In a disclosed CSR, cooperation is highest in collaboration when all the involved managers invest in CSR and poorest when both managers fail to invest in CSR (Kim et al. 2019 pg 77). Additionally, CSR investors are sensitive to CSR disclosure than the non-CSR disclosures. Also, CSR investors are found to be very cooperative when they partner with CSR investors. To conclude, in a non-disclosed CSR, investor managers are not any cooperative than the CSR investor managers thus CSR disclosure is a credible sign of a manager’s propensity to cooperate in business collaborations among other CSR investors (Kelly & Presslee, 2017 pg 55).
This research is therefore meant to address the concerns for additional accounting research on CSR investment and disclosure as well contribute to the accounting research in different other means. It will major on the existing accounting research that examines the use of formal and informal control techniques to campaign for intra-firm and inter-firm business collaboration cooperation (Kelly & Presslee pg 16). Further, the research will add information to accounting research determining whether CSR investment and disclosure fall under informative or managerial sector (Hoi et al. 2013 pg 34).This research will therefore be among that few that have examined the link between CSR disclosure, CSR investment, and business collaboration cooperation.
This research incorporates the diverse sources of available literature on CSR, organizational collaborations, and managerial controls meant to create hypotheses in regard to the links among CSR investment, disclosure, and business cooperation. In this chapter, I intend to analyze the relevant research findings from the previous surveys. Here, I will define CSR, elaborate on the findings determining the capital and labor markets. Additionally, I will analyze the available literature on business collaborations and discuss the relevant literature on managerial controls in regard to organizational culture and informal control that facilitates both intra-firm and inter-firm business cooperation.
英文Proposal范文2
Title: Relationship between loyalty card and customer loyalty
---by the case of UK TESCO supermarket
A brief explanation of the topic
The study of customer loyalty, particularly customer loyalty research on English retail supermarkets has unusual significance. Customer loyalty refers to rebuying behaviors when customers prefer to some service or products. High customer loyalty is the greatest wealth of retailing enterprises (Doncy and Cannon, 1997). A certain consulting company’s commercial survey shows that when customer retailing rate increases 5%, retailing enterprises’ profits will increase 25% to 80% (Joan, Anderson, Jolly and Ann, 2007). Therefore, the research on customer loyalty is a required necessary for modern retail enterprises. If retail enterprises improve their customer loyalty, they may satisfy customers’ growing personalized demand, adapt to the development of contemporary retail industry, and thus improve the measures to keep customers.
The main purpose of this dissertation is to research on loyalty cards comprehensively and systematically, analyze the key elements of Loyalty card and use it as the basis for English supermarkets to cultivate customer loyalty. And the purpose of this research is to identify the determinants of customer loyalty in English supermarkets. Apart from assessing the extent of customer satisfaction and customer loyalty in the supermarket, primary research is carried out to test the proposed model of customer loyalty. This study seeks to study:
(1). whether loyalty cards have a positive impact on customer loyalty for English supermarkets.研究英国超市中忠诚卡是否对顾客忠诚有正相关影响
(2). whether customer satisfaction has a significant impact on customer loyalty in English supermarket. 研究英国超市中顾客满意是否对顾客忠诚有显著影响。
因为在全文中我将把顾客忠诚这个因素当作自变量independent variable,而把忠诚卡和顾客满意这两个要素当作因变量dependent variables,因此讨论忠诚卡与顾客忠诚之间的关系以及顾客满意与顾客忠诚之间的关系。提出两个假设,假设一:忠诚卡对顾客忠诚之间有正相关影响;假设二:顾客满意对顾客忠诚有显著影响。
An outline of the method or methods you plan to use to gather relevant data and a justification for its, or their, use;
There are too many literatures on customer loyalty theoretical research or practical research, in this paper the author uses generally standardized deduction theory and empirical research quantitative analysis. These methods will be based on secondary research and questionnaire survey and interview. The source of secondary research will be the research published in various journals and management publications (Bainbridge, 2001). In order to achieve the above research objectives, the survey research is used as the primary data collection method. Survey research is the collection of data through formally addressing questions to a large number of people in the target population and taking a systematic record of their responses (Bainbridge, 2001). Two survey research methods, namely a self-administered questionnaire and face-to-face interview are employed respectively to gather primary research data from the consumers and the sellers.
Standardized research
Theory research is the basis of empirical research. Standard analysis’s performance is based on some form of moral values or value judgment, to solve “what should be” which is more dependent on the interpretation of the logical way of thinking (Creswell, 1994). In this dissertation the author firstly uses standardized research to outline the theory in this study.
Case study
Research of the relationship impact among consumer behavior, customer loyalty, customer satisfaction will be based on empirical research; the author mainly analyzes the TESCO supermarket as the case. Research will focus mainly through survey to get data.
1) Secondary research
A large of literature has been read, and some news from internet has been used. Some data has been collected from others reports.
2) Primary research
Empirical research is the main method in this paper, and some data has been collected from questionnaire, some analysis has been made in order to make a conclusion.
Population of the study
In this research, the author chooses 150 people at random for questionnaire, and asks them some questions on supermarket customers’ purchase, such as the factors for them to consider when they want to buy something, among which is the most important fact, etc.
Sampling method
The sample for this research was defined as the residents of London over 18 years of age. Because the mainly loyalty program was require the participant must be 18 years old above.
Data Processing
When the author gets those data, the author screens useful information and effective information and analyzes them, then reach the conclusions. In this research street interview is adopted to collect both of qualitative and quantitative data. The research is to investigate the relationship between loyalty card and customer loyalty. This objective requires a deep comprehension of the attitude and behaviors for costumer towards loyalty cards.
Research procedure
Source:the author,2010
A description as to how you will actually be able to apply those method(s);
Firstly, the author will read a lot of literatures about marketing, such as the theories on customer loyalty, and loyalty cards, so the author can use library method to do the theoretical outline of this dissertation.
Secondly, the author can use questionnaire survey to do the research, because the author stays in UK, and has the opportunity to collect data. The author designs questionnaire for customers of TESCO supermarket, it includes customers’ gender and age, which is used for the basic statistical sample description; The second part is on the investigation of latent Variables, which are factors of loyalty cards impacting TESCO supermarket’s customer loyalty and the dependent variables, which means TESCO supermarket’s customer loyalty degree. The questionnaire includes a dependent variable and six latent variables, totally 27 indicators. In the design for measuring one dependent variable and six latent variables’ 27 indicators, the author refers to the previous Scholars’ samples, 意思是作者参考了以前学者的样本but optimizes the design.
A timetable of the various stages of your research;
Items Time
To decide a topic January, 2010
Review of literature and complete a research proposal February, 2010
Collect secondary data and start to write introduction March, 2010
Write up literature review and prepare the interviews April, 2010
Literature review and data analysis May, 2010
Write up results and conclusion June, 2010
First draft of project report completed July, 2010
Final writing of project report August, 2010
Source:the author,2010
A brief overview of some of the key literature relevant to your topic
Customer loyalty
In English, the word “loyalty” is derived from French, refers to people's evaluation on systems, rules and habits compliance (Andrew, Leigh, Susan, Nikolao, Cretu and Roderick, 2003); also derived from Latin, emphasizes that the extension and development of human beings’ legitimacy activities (Anne, 2003). In the Chinese language, it refers to the dedication and performance of people the people or groups, and refers to faithful reliability, focuses on the sustainability of specific acts.
Customer loyalty is the important theory in the marketing area, especially in the mid-1990s of the 20th century when marketing theory develops much (Brodie, 2007), the research on customer loyalty becomes another hot point after customer satisfaction (Arch and Martin, 2007). A lot of scholars think there are four functions of customer loyalty through theoretical and empirical researches. First it may increase revenues, second, it can reduce marketing costs, and third, it can win new customers, Forth, it can help to obtain market information (Arch and Martin, 2007).
Loyalty card
Loyalty card scheme are one of the CRM’s most popular strategies which have attracted much interest from various companies (Chiara, 2003). Customer loyalty programs have already permeated people’s life such as railways, petrol station, restaurants, and supermarket (Berry, 2005). Loyalty cards become part of people’s life and the frequency of use loyalty cards in payment are gradually increased. There are two main major role of loyalty cards program one of them is that retailers can obtain large amounts of valuable information through the loyalty club cards. The second one is that customers can benefit from joining in several ways (Doncy and Cannon, 1997).
Customer satisfaction
Philippe. Kotler (2000) thinks that customer satisfaction means the happy feeling or disappointed state when a person compares the perceived effect (or results) with his or her expectations.
William Neal (1999) thinks when the actual consumption effect of goods reaches consumers’ expected results, which has led satisfaction; otherwise, it will lead to customers’ dissatisfaction.
Philip Kotler and William Neal’s definitions of customer satisfaction are all concluded from the comparative analysis of expectations and feelings. In fact, customer satisfaction is consumers’ satisfied state in the entire process of enterprises providing products and services. This state is the affirmative and positive psychological experience after customers’ constant comparison and freedom of choice. That is to say customer satisfaction is limited to customers’ psychological level tendencies.
References
Andrew S., Leigh S., Susan H. and Nikolaos E., Cretu T. and Roderick J., 2003, ‘Retail loyalty schemes: results from a consumer diary study’, Journal of Retailing and Consumer Services, Volume 10, Issue 2, March, Pp. 109-119
Anne W. Mägi, 2003, ‘Share of wallet in retailing: the effects of customer satisfaction, loyalty cards and shopper characteristics’, Journal of Retailing, Volume 79, Issue 2, pp. 97-106
Bainbridge, W. S., 2001. Survey research:A computer- assistant introduction. Belmont, CA:Wadsworth.
Berry, 2005, ‘The old pillars of new retailing’, Harvard Business Review, vol 1. pp. 44-45
Brodie, 2007, ‘The influence of brand image and company reputation where manufacturers market to small firms: A customer value perspective’, Industrial Marketing Management, Volume 36, pp. 230-240
Arch G. Woodside and Martin G. Walser, 2007, ‘Building strong brands in retailing’, Journal of Business Research, Volume 60, pp. 1-10
Doncy P .M., CannonJ .P. 1997, ‘An examination of the nature of trust in buyer seller relationships’, Journal of Marketing, vol 61 (8), pp. 35-51
Chiara Mauri, 2003, ‘Card loyalty. A new emerging issue in grocery retailing’, Journal of Retailing and Consumer Services, Volume 10, pp. 13-25
Creswell, J. W. 1994, Research design: Qualitative & quantitative approaches. http://www.ukthesis.org Thousand Oaks, CA: Sage.
Joan L. Anderson, Laura D. Jolly and Ann E. Fairhurst, 2007, ‘Customer relationship management in retailing: A content analysis of retail trade journals’, Journal of Retailing and Consumer Services, Volume 14, pp. 394-399
Philippe. Kotler, 2000, Marketing Management, McGraw-Hill
William D.Neal, 1999, ‘Satisfaction is nice, but value drives loyalty’, Marketing Research,(6)