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http://www.mcser.org/journal/index.php/mjss/article/download/1814/1816 | 4 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).\n\nJanssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.\n\n6. A Consideration of Issues Surrounding Fairness\n\nIn the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).\n\nFairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.\n\nHowever, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.\n\nAgainst the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South..."} | 8e99d7b772b3a792a33f0de6849a5c14fb252767-4 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
http://usmayors.org/pressreleases/uploads/2012/0509-statement-gaymarriage.pdf | 1 | {"primary_language":"en","is_rotation_valid":true,"rotation_correction":0,"is_table":false,"is_diagram":false,"natural_text":"STATEMENT BY U.S. CONFERENCE OF MAYORS PRESIDENT\nLOS ANGELES MAYOR ANTONIO VILLARAIGOSA AND CEO TOM COCHRAN ON PRESIDENT OBAMA’S SUPPORT FOR SAME-SEX MARRIAGE\n\nWashington, D.C. – The following statements were issued today by U.S. Conference of Mayors President Los Angeles Mayor Antonio Villaraigosa and Conference CEO Tom Cochran, in response to President Obama’s support for same-sex marriage:\n\nConference President Mayor Villaraigosa:\n\"Only a day after the disheartening passage of Amendment 1 in North Carolina, the supporters of marriage equality now have a reason to celebrate. With his inspired declaration of support for same-sex marriage, President Obama has significantly advanced the cause of human rights and equality in the United States. We look forward to the day when all Americans – gay and straight – are free to follow their hearts and marry the person they love. If we truly believe in family values, we should value all families.”\n\nConference CEO Cochran:\n\"The U.S. Conference of Mayors commends President Obama for supporting same sex marriage and we salute our Conference President Villaraigosa for his support of the President. The Conference has a long history of supporting gay rights. At our 2009 Annual Meeting the mayors adopted strong policy on this issue by unanimously approving a resolution calling for marriage equality and full equal rights for such unions, including family and medical leave, tax equity, and insurance and retirement benefits, and opposing the enshrinement of discrimination in the federal or state constitutions.”\n\n###\n\nThe U.S. Conference of Mayors is the official nonpartisan organization of cities with populations of 30,000 or more. There are 1,309 such | aaef0de35a5c43925a15c35d9f21d58b6cd7b8df-1 | 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 | determinants of promotion systematically differ for Blacks and Whites. Whites are always getting promoted in the workplace over Blacks, even where Blacks are doing the same job. In South Africa, these days, the reverse is the case. In view of the numerous policies promoting Black empowerment and affirmative actions, Blacks, especially females, are always treated favourably regarding promotions at the workplace (BaldandMcBrier, 1997).
Janssen’s (2000) study demonstrated that employee who is creative and productive should be rewarded and those that are not should not be. If hard work is rewarded, employee will perceive this as an effort-reward fairness rather than under-reward unfairness. Pursuant to this, if a hardworking employee is denied promotion, it will amount to under-reward unfairness.
6. A Consideration of Issues Surrounding Fairness
In the workplace, it is not surprising to hear employees complain of fairness or unfairness of activities going on whether with regard to workload, disciplinary issues, promotional and so on, working conditions, salary, discrimination, company’s policy, promotions and demotions and so on (Harris et al. 2008). The conclusion to be drawn from these issues is the concerned about fairness or the lack of, followed by the consequences and expectations for violation. This is why, in an organisation, selection context is replete with examples of situations where there are suspicious, favouritisms, discriminations on numerous grounds and so on. In most cases, a person is refused a job based on these situations while in another in another; a person is favoured and offered a job. These situations usually trigger action and reactions by the aggrieved person who was not offered the job. At this stage, the aggrieved person, together with those who believed there was unfairness in the processes, will consider the outcome not credible. As long as the right thing is not done, such appointments will always generate controversy (ArveyandRenz, 1992).
Fairness issues can also be used in consideration of dispute resolution (Delgado et al. 1985). This usually happen during adjudication processes. The presiding or the adjudicating authority would want to ensure that the outcome is fair to all concerns. In promotion cases, fairness issues also appear prominently. Considering that this relates to labour issues, it is tested from the enabling law regarding any labour issue being considered. Therefore, because of its unique position, fairness appears prominently in the Constitution and the Labour Relations Act. The panellists to adjudicate promotion are therefore expected to be fair. This is a statutory requirement under numerous laws. Being fair is following the laid-down rules, procedures and policy guiding and regulating the process. By following this step, it will make the process credible and reduce the possibility of consternation of the outcome of the process.
However, if a member is biased and decides to be part of the processes throughout, this issue may be raised by the affected employee at the appropriate time. Usually, during redress, where the process will be subjected to scrutiny and review, this and other challenges need to be properly taken care of in order to have and present an acceptable outcome which will be perceived to be fair procedurally and substantially. The prejudiced panellist may get away with his act if no one contests the outcome of the selection process. Legally, this is proper. However, if it was discovered that the member was biased against any of the candidates, moral conscience will definitely judge such a member. Apart from the issue of conscience, the member would be perceived to have directly or indirectly compromised the section through his or action as this will lead to the appointment of less qualified person. The result of this is not far-fetched, the appointed person might not be able to perform and deliver based on the requirements of the job. Undoubtedly, this will definitely impact the company or establishment. This has always been the case with regard to cadre deployment under the policy of the African National Congress (ANC) in South Africa. Unqualified people are always selected to do jobs that require skills and expertise. On assumption of office after appointed, they become disservice and render poor performances and services to the people. Persistent violent service delivery protests across the country bear witness to the appalling level of poor service delivery by deployees.
Against the backdrop of ensuring procedural justice and fairness in selection processes, there are important principles that have been developed overtime and considered as basic and vital elements, which are used as yardsticks to assess whether there has been procedural justice and fairness in selection procedures. The principles are as follows: Objectivity, wherein the processes of selections should be open, fair, equitable and objective up to the conclusion reached; Consistence, this is expected to apply across the applicants. All applicants for the job must be treated equally and fairly. The rules must be consistent and not deviated from. Discrimination on the grounds of gender, sexual orientation, colour and religion should be discouraged. All applicants should be subjected to almost similar questions during interviews and time allocated should also be consistent throughout. The process should not be subject to manipulation where an applicant will stand in a vantage position against others. All applicants are expected to be assessed based on a common set of criteria and standard. Political ties and external meddling would be unfair and unjust. Examples of how political interference plays a major role in appointments in the public sectors abound in South... |
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http://lup.lub.lu.se/luur/download?func=downloadFile&recordOId=1348962&fileOId=2434481 | 35 | "{\"primary_language\":\"en\",\"is_rotation_valid\":true,\"rotation_correction\":0,\"is_table\":fals(...TRUNCATED) | 4a6273312d1fe723314088e8a1916bcfc3c1b5eb-35 | "JVBERi0xLjUKJeLjz9MKMSAwIG9iago8PAovUHJvZHVjZXIgKHB5cGRmKQo+PgplbmRvYmoKMiAwIG9iago8PAovVHlwZSAvUGF(...TRUNCATED) | "determinants of promotion systematically differ for Blacks and Whites. Whites are always getting pr(...TRUNCATED) |
http://www.leg.state.nv.us/Session/74th2007/Reports/VetoMessages/AB396_vetoMessage.pdf | 2 | "{\"primary_language\":\"en\",\"is_rotation_valid\":true,\"rotation_correction\":0,\"is_table\":fals(...TRUNCATED) | 6e4fe9147830865125cb695754aa00ed99fabe34-2 | "JVBERi0xLjUKJeLjz9MKMSAwIG9iago8PAovUHJvZHVjZXIgKHB5cGRmKQo+PgplbmRvYmoKMiAwIG9iago8PAovVHlwZSAvUGF(...TRUNCATED) | "determinants of promotion systematically differ for Blacks and Whites. Whites are always getting pr(...TRUNCATED) |
http://www.leg.state.nv.us/Session/74th2007/Reports/VetoMessages/AB396_vetoMessage.pdf | 1 | "{\"primary_language\":\"en\",\"is_rotation_valid\":true,\"rotation_correction\":0,\"is_table\":fals(...TRUNCATED) | 6e4fe9147830865125cb695754aa00ed99fabe34-1 | "JVBERi0xLjUKJeLjz9MKMSAwIG9iago8PAovUHJvZHVjZXIgKHB5cGRmKQo+PgplbmRvYmoKMiAwIG9iago8PAovVHlwZSAvUGF(...TRUNCATED) | "determinants of promotion systematically differ for Blacks and Whites. Whites are always getting pr(...TRUNCATED) |
https://visithampton.com/wp-content/uploads/HRCC-GBAC-Certification.docx.pdf | 1 | "{\"primary_language\":\"en\",\"is_rotation_valid\":true,\"rotation_correction\":0,\"is_table\":fals(...TRUNCATED) | 548a046e2b5c662f02aa9fd0122d969edf90d812-1 | "JVBERi0xLjUKJeLjz9MKMSAwIG9iago8PAovUHJvZHVjZXIgKHB5cGRmKQo+PgplbmRvYmoKMiAwIG9iago8PAovVHlwZSAvUGF(...TRUNCATED) | "determinants of promotion systematically differ for Blacks and Whites. Whites are always getting pr(...TRUNCATED) |
https://visithampton.com/wp-content/uploads/HRCC-GBAC-Certification.docx.pdf | 2 | "{\"primary_language\":\"en\",\"is_rotation_valid\":true,\"rotation_correction\":0,\"is_table\":fals(...TRUNCATED) | 548a046e2b5c662f02aa9fd0122d969edf90d812-2 | "JVBERi0xLjUKJeLjz9MKMSAwIG9iago8PAovUHJvZHVjZXIgKHB5cGRmKQo+PgplbmRvYmoKMiAwIG9iago8PAovVHlwZSAvUGF(...TRUNCATED) | "determinants of promotion systematically differ for Blacks and Whites. Whites are always getting pr(...TRUNCATED) |
http://www.distraction.gov/downloads/pdfs/distracted-driving-campaign-starter-kit.pdf | 1 | "{\"primary_language\":\"en\",\"is_rotation_valid\":true,\"rotation_correction\":0,\"is_table\":fals(...TRUNCATED) | 6f89d506acf89995417eb10d5324c2ae826278b3-1 | "JVBERi0xLjUKJeLjz9MKMSAwIG9iago8PAovUHJvZHVjZXIgKHB5cGRmKQo+PgplbmRvYmoKMiAwIG9iago8PAovVHlwZSAvUGF(...TRUNCATED) | "determinants of promotion systematically differ for Blacks and Whites. Whites are always getting pr(...TRUNCATED) |
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