Formula for Index of Industry-University Technology Transfer
Index of Industry-University Technology Transfer |
Index of Industry-University Technology Transfer = Efficiency of Acquiring Budget for Projects of Industry-University Cooperation (100%) + Degree of Participation in Projects of Industry-University Cooperation (100%) + Accomplishments and Profits of Intellectual Property Rights (100%)
Please refer to the “ISU Table of Classification for Departments under Evaluation” for standard of classifications. |
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Efficiency of Acquiring the Budget for the Projects of Industry-University Cooperation (100%) |
Total Amount of Budget for Projects of Industry- University Cooperation from Government Agencies (16%) |
Total amount of budget for the projects of industry-university cooperation from the government agencies = (Budget for the projects of industry-university cooperation from the public sectors + budget for the training programs from the public sectors)
Performance of a department, which obtains the budget for the projects of industry-university cooperation from the government agencies = (Total amount of budget for the projects of industry-university cooperation obtained by a department from the government agencies) ÷ (Highest total amount of budget for the projects of industry-university cooperation obtained by a department in the group from the government agencies)
The maximum value for the performance of a department, which obtains the budget for the projects of industry-university cooperation from the government agencies, is 1. |
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Average Amount of Budget for the Projects of Industry-University Cooperation Obtained by A Teacher of A Department from Government Agencies (24%) |
Average amount of budget for the projects of industry-university cooperation obtained by a teacher in a department from the government agencies = Total amount of budget for the projects of industry-university cooperation obtained by a department from the government agencies ÷ Average number of full-time teachers in a department at the first and second semester.
Performance of a teacher in a department, who obtains the budget for the projects of industry-university cooperation from the government agencies = (Average amount of budget for the projects of industry-university cooperation obtained by a teacher in a department from the government agencies) ÷ (Highest amount of budget for the projects of industry-university cooperation obtained by a teacher in a department from the government agencies)
The maximum value for the performance of a teacher in a department, who obtains the budget for the projects of industry-university cooperation from the government agencies, is 1. |
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Total Amount of Budget for the Projects of Industry-University Cooperation from Companies (12%) |
Total amount of budget for the projects of industry-university cooperation from companies= (Budget for the projects of industry-university cooperation from companies + budget for the training programs from companies)
Performance of a department, which obtains the budget for the projects of industry-university cooperation from companies= (Total amount of budget for the projects of industry-university cooperation obtained by a department from companies) ÷ (Highest total amount of budget for the projects of industry-university cooperation obtained by a department in the group from companies)
The maximum value for the performance of a department, which obtains the budget for the projects of industry-university cooperation from companies, is 1. |
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Average Amount of Budget for the Projects of Industry-University Cooperation Obtained by a Teacher of A Department from Companies (18%) |
Average amount of budget obtained by a teacher of a department from companies = Total amount of budget for the projects of industry-university projects obtained by a department from companies ÷ Average number of full-time teachers in a department at first and second semester.
Performance of a teacher in a department, who obtains the budget for the projects of industry-university cooperation from companies = (Average amount of budget for the projects of industry-university cooperation obtained by a teacher in a department from companies) ÷ (Highest average amount of budget for the projects of industry-university cooperation obtained by a teacher of a department in the group)
The maximum value for the performance of a teacher in a department, who obtains the budget for the projects of industry-university cooperation from companies, is 1. |
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Average Amount of Budget for the Projects of Industry-University Cooperation Obtained by A Teacher of A Department from Other Organizations or Institutions (12%) |
Total amount of budget for the projects of industry-university cooperation from other organizations and institutions = (Budget for the projects of industry-university cooperation from other organizations or institutions + Budget for the training programs from other organizations or institutions)
Performance of total amount of budget for the projects of industry-university cooperation obtained by a department from other organizations and institutions = (Total amount of budget for the projects of industry-university cooperation obtained by a department from other organizations and institutions) ÷ (Highest total amount of budget for the projects of industry-university cooperation obtained by a department in the group).
The maximum value for the performance of total amount of budget for the projects of industry-university cooperation from other organizations and institutions is 1. |
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Average Amount of Budget for the Projects of Industry-University Cooperation Obtained by A Teacher of A Department from Other Organizations and Institutions (18%) |
Average amount of budget for the projects of industry-university cooperation obtained by a teacher of a department from other organizations or institutions = Total amount of budget for the projects of industry-university cooperation obtained by a department from other organizations and institutions ÷ Average number of full-time teachers in a department at first and second semester.
Performance of a teacher in a department, who obtains the budget for the projects of industry-university cooperation from other organizations and institutions = (Average value of a teacher in a department, who obtains the budget for the projects of industry-university cooperation from other organizations or institutions) ÷ (Highest average amount of budget for the projects of industry-university cooperation obtained by a teacher of a department in the group from other organizations or institutions).
The maximum value for the performance of a teacher of a department in a group, who obtains the budget for the projects of industry-university cooperation from other organizations or institutions, is 1. |
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Degree of Participation in Projects of Industry-University Cooperation (100%) |
Number of Full-Time Teachers who Serve as the Principal Investigator of the Projects of Industry-University Cooperation or Training Programs (15%)
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Performance of full-time teachers of a department, who serve as a principal investigator of the projects of industry-university cooperation or training programs = (Number of full-time teachers who serve as the principal investigator of projects of industry-university cooperation or training programs) ÷ (Highest number of full-time teachers of a department in the group, who serve as the principal investigator of the projects of industry-university cooperation or training programs)
The maximum value for the performance of full-time teachers of a department in the group, who serve as a principal investigator of the projects of industry-university cooperation or training programs, is 1. |
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Percentage of Full-Time Teachers who Serve as the Principal Investigator of the Projects of Industry-University Programs or Training Programs (22.5%) |
Average number of full-time teachers in a department, who serve as a principal investigator of the projects of industry-university cooperation or training programs ÷ Average number of full-time teachers in a department at first and second semester.
Performance of percentage of full-time teachers in a department, who serve as a principal investigator of the projects of industry-university cooperation or training programs = Average number of full-time teachers of a department, who serve as a principal investigator of the projects of industry-university cooperation or training programs) ÷ (Highest average number of full-time teachers of a department in the group, who serve as a principal investigator of the projects of industry-university cooperation or training programs)
The maximum value for the performance of percentage of full-time teachers in a department, who serve as a principal investigator of the projects of industry-university cooperation or training programs, is 1. |
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Number of Transferred Full-Time Teachers (5%) |
The term of transferred full-time teachers mentioned in the table shall mean the ones who are transferred to other off-campus organizations or institutions.
Performance of transferred full-time teachers in a department = (Highest number of transferred full-time teachers in a department) ÷ (Highest number of transferred full-time teachers of a department in the group).
The maximum value for the performance of transferred full-time teachers in a department is 1. |
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Percentage of Transferred Full-Time Teachers (7.5%) |
Average number of transferred full-time teachers of a department = Number of transferred full-time teachers in a department ÷ Average number of full-time teachers in a department at first and second semester.
Performance of percentage of transferred full-time teachers in a department = (Average number of transferred full-time teachers in a department) ÷ (Highest average number of transferred full-time teachers of a department in the group)
The maximum value for the performance of percentage of transferred full-time teachers in a department is 1. |
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Number of Projects of industry-university cooperation or training programs from Government Agencies (4%)
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Performance of number of projects of industry-university cooperation or training programs obtained by a department from the government agencies= (Number of projects of industry-university cooperation or training programs obtained by a department from the government agencies) ÷ (Highest number of projects of industry-university cooperation or training programs obtained by a department in the group from the government agencies)
The maximum value for the performance of numbers of projects of industry-university cooperation or training programs obtained by a department from the government agencies is 1.
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Average Number of Projects of Industry-University Cooperation or Training Programs fObtained by A Teacher of A Department from Government Agencies (6%)
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Average number of projects of industry-university cooperation or training programs obtained by a teacher of a department from the government agencies = Number of projects of industry-university cooperation or training programs obtained by a teacher of a department from the government agencies ÷ Average number of full-time teachers in a department at the first and second semester.
Performance of the number of projects of industry-university cooperation or training programs obtained by a teacher in a department from the government agencies = (Average number of projects of industry-university cooperation or training programs obtained by a teacher of a department in the group from the government agencies) ÷ (Highest average number of projects of industry-university cooperation or training programs obtained by a teacher of a department in the group from the government agencies)
The maximum value for the performance of number of projects of industry-university cooperation or training programs obtained by a teacher in a department from the government agencies is 1. |
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Number of Projects Industry-University Cooperation and Training Programs from Companies (4%)
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Performance of number of projects of industry-university cooperation or training programs from the companies= (Number of projects of industry-university cooperation or training programs obtained by a department from the companies) ÷ (Highest number of projects of industry-university cooperation or training programs obtained by a department in the group from the companies)
The maximum value for the performance of projects of industry-university cooperation or training programs obtained by a department from the companies is 1. |
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Average Number of Projects of Industry-University Cooperation or Training Programs Obtained by A Teacher of A Department from Companies (6%)
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Average number of projects of industry-university cooperation or training programs obtained by a teacher of a department from the companies = Number of projects of industry-university cooperation or training programs obtained by a department from the companies÷ Average number of full-time teachers in a department at the first and second semester.
Performance of number of projects of industry-university cooperation or training programs obtained by the teachers in a department from the companies = (Average number of projects of industry-university cooperation or training programs obtained by a teacher of a department from the companies) ÷ (Highest average number of projects of industry-university cooperation or training programs obtained by a teacher of a department in the group from the companies)
The maximum value for the performance of companies’ projects of industry-university cooperation or training programs obtained by a teacher in a department is 1. |
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Number of Projects of Industry-University Cooperation or Training Programs from Other Organizations or Institutions (4%) |
Performance of number of projects of industry-university cooperation or training programs obtained by a department from other organizations or institutions = Number of projects of industry-university cooperation or training programs obtained by a department from other organizations or institutions÷ Highest number of projects of industry-university cooperation or training programs obtained by a department in the group from other organizations or institutions.
The maximum value for the performance of projects of industry-university cooperation or training programs obtained by a department from other organizations or institutions is 1. |
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Average Number of Projects of Industry-University Cooperation or Training Programs Obtained by A Teacher of A Department from Other Organizations or Institutions (6%) |
Average number of projects of industry-university cooperation or training programs obtained by a teachers of a department from other organizations or institutions = Number of projects of industry-university cooperation or training programs obtained by a department from other organizations or institutions ÷ Average number of full-time teachers of a department at the first and second semesters.
Performance of number of projects of industry-university cooperation or training programs obtained by the teachers in a department from other organizations or institutions = (Average number of projects of industry-university cooperation or training programs obtained by a teachers of a department from other organizations or institutions) ÷ (Highest number of projects of industry-university cooperation or training programs obtained by a teacher of a department in the group from other organizations or institutions)
The maximum value for the performance of projects of industry-university cooperation or training programs obtained by a teacher of a department from other organizations or institutions is 1. |
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Number of Companies for Obtaining Projects of Industry-University Cooperation or Training Programs (4%) |
Performance of number of companies, which cooperate with a department, for obtaining the projects of industry-university cooperation or training programs = (Number of companies, which cooperate with a department, for obtaining the projects of industry-university cooperation or training programs) ÷ (Highest number of companies, which cooperate with a department in the group, for obtaining the projects of industry-university cooperation or training programs)
The maximum value for the performance of number of companies which cooperate with a department for obtaining the projects of industry-university cooperation or training programs is 1. |
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Average Number of Companies, which Cooperate with A Teacher of A Department, for obtaining Projects of Industry-University Cooperation or Training programs (6%)
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Average number of companies, which cooperate with a teacher of a department, for obtaining projects of industry-university cooperation or training programs = Number of companies, which cooperate with a department, for obtaining the projects of industry-university cooperation or training programs ÷ Average number of full-time teachers in a department at the first and second semester.
Performance of number of companies, which cooperate with a teacher of a department, for obtaining the projects of industry-university cooperation or training programs = (Average number of companies, which cooperate with a teacher of a department, for obtaining the projects of industry-university cooperation or training programs) ÷ (Highest average number of companies, which cooperate with a teacher of a department in the group, for obtaining the projects of industry-university cooperation or training programs)
The maximum value for the performance of number of companies, which cooperate with a teacher of a department, for obtaining the projects of industry-university cooperation or training programs, is 1. |
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Number of Other Organizations or Institutions, which Cooperate with a Department, for obtaining Projects of Industry-University Cooperation or Training Programs (4%)
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Performance of number of other organizations or institutions, which cooperate with a department, for obtaining the project of industry-university cooperation and training programs = (Number of other organizations and institutions, which cooperate with a department, for obtaining the projects of industry-university cooperation or training programs) ÷ (Highest number of other organizations or institutions, which cooperate with a department in the group, for obtaining projects of industry-university cooperation or training programs)
The maximum value for the performance of number of other organizations or institutions, which cooperate with a department, for obtaining projects of industry-university cooperation and training programs, is 1. |
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Average Number of Other Organizations or Institutions, which Cooperate with a Teacher of a Department, for Obtaining Projects of Industry-University Cooperation or Training Programs (6%)
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Average number of other organizations or institutions, which cooperate with a teacher of a department, for obtaining projects of industry-university cooperation or training programs = Number of other organizations and institutions, which cooperate with a department, for obtaining projects of industry-university cooperation or training programs ÷ Average number of full-time teachers in a department at first semester and second semester.
Performance of number of other organizations or institutions, which cooperate with a teacher of a department, for obtaining projects of industry-university cooperation or training programs = (Average number of other organizations or institutions, which cooperate with a teacher of a department, for obtaining projects of industry-university cooperation or training programs) ÷ (Highest average number of other organizations or institutions, which cooperate with a teacher of a department in the group, for obtaining projects of industry-university cooperation or training programs)
The maximum value for the performance of number of other organizations or institutions, which cooperate with a teacher of a department, for obtaining projects of industry-university cooperation or training programs, is 1. |
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Accomplishments and Profits of Intellectual Property Rights (100%) |
Total Amount of Incomes Derived from Intellectual Property Rights (28%) |
Performance of total amount of incomes derived from the intellectual property rights owned by a department = Total amount of incomes derived from the intellectual property rights owned by a department (in the current year) ÷ (Highest total amount of incomes derived from the intellectual property rights owned by a department in the group)
The maximum value for the performance of total amount of incomes derived from the intellectual property rights owned by a department is 1. |
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Earnings Rate of Intellectual Property Rights (20%) |
Earnings rate of intellectual property rights owned by a department = (Total amount of incomes derived from the intellectual property rights owned by a department) ÷ (Budget for the projects of industry-university cooperation or training programs obtained by a department from the government agencies + Budget for the projects of industry-university cooperation or training programs obtained by a department from companies + Budget for the projects of industry-university cooperation or training programs obtained by a department from other organizations or institutions)
Performance of earnings rate of intellectual property rights owned by a department = Earnings rate of intellectual property rights owned by a department ÷ Highest earnings rate of intellectual property rights owned by a department in the group.
The maximum value for the performance of earnings rate of intellectual property rights owned by a department is 1. |
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Average Amount of Incomes Acquired by Full-Time Teachers (20%)
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Average amount of incomes derived from the intellectual property rights owned by the full-time teachers of a department = Total amount of incomes derived from the intellectual property rights owned by a department (in the current year) ÷ Average number of full-time teachers in a department at first semester and second semester.
Performance of incomes from the intellectual property rights owned by the full-time teachers in a department = Average amount of incomes from the intellectual property rights owned by the full-time teachers in a department ÷ Highest average amount of incomes from the intellectual property rights owned by the full-time teachers of a department in the group.
The maximum value for the performance of total amount of incomes derived from the intellectual property rights owned by a department is 1. |
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Number of Patents and New Varieties of Plants Publicized by Intellectual Property Office (5%) |
Total number of patents publicized by the Intellectual Property Office after substantive examination, and new varieties of plants approved by the Council of Agriculture, Executive Yuan upon application by I-Shou University.
Performance of number of patents and new varieties of plants approved by the government agencies after substantive examination owned by a department = Number of patents and new varieties of plants approved by government agencies after substantive examination owned by a department (in the current year) ÷ (Number of patents and new varieties of plants approved by government agencies after substantive examination owned by a department in the group)
The maximum value for the performance of number of patents and new varieties of plants approved by the government agencies after substantive examination is 1. |
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Number of Patents by United States Patent and Trademark Office (5%) |
Number of patents publicized by the United States Patent and Trademark Office after review upon the application by I-Shou University.
Performance of the patents owned by a department and approved by the United States Patent and Trademark Office = Number of patents owned by a department and approved by the United States Patent and Trademark Office (in the current year) ÷ (Highest number of patents owned by a department in the group and approved by the United States Patent and Trademark Office)
The maximum value for the performance of patents owned by a department and approved by the United States Patent and Trademark Office is 1. |
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Number of Patents and New Varieties of Plants Publicized by Other Countries After Substantive Examination (5%)
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Number of patents and new varieties of plants approved and publicized by other countries after substantive examination upon application by I-Shou University.
Performance of number of a department’s patents and new varieties of plants approved and publicized by other countries after substantive examination = (Number of a department’s patents and new varieties of plants approved and publicized by other countries after substantive examination (in the current year)) ÷ (Highest number of a department’s patents and new varieties of plants approved and publicized by other countries after substantive examination in the group)
The maximum value for the performance of number of a department’s patents and new varieties of plants approved and publicized by other countries after substantive examination is 1. |
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Number of Authorized Patents and New Varieties of Plants (6%) |
Total number of patents and new varieties of plants which have been technically authorized.
Performance of number of a department’s authorized patents and new varieties of plants = Number of a department’s authorized patents and new varieties of plants (in the current year) ÷ (Highest number of a department’s authorized patents and new varieties of places in the group)
The maximum value for the performance of number of a department’s authorized patents and new varieties of plants is 1. |
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Efficiency of Approved and Publicized Patents and New Varieties of Plants (7%) |
Efficiency of acquiring patents and new varieties of plants of a department, which have been approved and publicized= (Total number of a department’s patents and new varieties of plants, which have been approved and publicized by Intellectual Property Office after substantive examination + Number of a department’s patents which have been approved and publicized by the United States Patent and Trademark Office after substantive examination + Total number of a department’s patents and new varieties of plants, which have been approved and publicized by other countries) ÷ (Budget for a department to carry on the projects of industry-university cooperation from public sectors + Budget for a department to carry on the projects of industry-university cooperation from companies + Budget for a department to carry on the projects of industry-university cooperation from other organizations or institutions)
Performance of efficiency of acquiring patents and new varieties of plants of a department, which have been approved and publicized= Efficiency of acquiring patents and new varieties of plants of a department, which have been approved and publicized ÷ Highest value of efficiency of acquiring patents and new varieties of plants of a department, which have been approved and publicized.
The maximum value for the performance of efficiency of acquiring patents and new varieties of plants of a department, which have been approved and publicized, is 1. |
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Efficiency of Acquiring Authorized Patents and New Varieties of Plants (4%) |
Efficiency of acquiring authorized patents and new varieties of plants of a department = (Total number of authorized patents and new varieties of plants of a department) ÷ (Budget for a department to carry on the projects of industry-university cooperation from public sectors + Budget for a department to carry on the projects of industry-university cooperation from companies + Budget for a department to carry on the projects of industry-university cooperation from other organizations or institutions)
Performance of efficiency of a department’s authorized patents and new varieties of plants = Efficiency of acquiring authorized patents and new varieties of plants of a department ÷Highest value of efficiency of acquiring patents and new varieties of plants of a department in the group.
The maximum value for the efficiency of acquiring authorized patents and new varieties of plants of a department is 1. |