Abstract
Enlarging democratic access to higher education, increasing academic excellence while maintaining or, eventually, slowly increasing the level of public funding are some major objectives of any government. But these objectives are rather contradictory. To be able to describe quantitatively their relationships, the author develops a physical model, which permits to emphasize the relationships between these quantities (objectives), in connection with other quantities (parameters) important in higher education, such as motivation, basic previous knowledge, intellectual abilities, intensity of working, creativity, competitiveness, private funding, leading to a basic process equation, which relates the population of the considered society, P , the rate of access to university, a , the failure rate, f , and the dropout rate, d (both rates increasing with the increase of a ), the rate of access to graduation, a g , the normal study years T and the number of financed years of study per graduate, T fg , of each of the three cycles, the average cost c ( a ) of 1 year of study per student enrolled in a given cycle, the budget of higher education of the considered society, B HE , with its components for the three cycles, the necessary funding, F , of higher education (from public and private sources and from the own income of universities). The academic excellence of a student, E (a), is also considered. Each quantity is defined as being easily quantified for the development and the use of this physical model by sociologists. The conclusions of the model are that, without structural measures, by increasing the rate of access, a , the cost of higher education is to increase much more than a (this generating a difficult burden for the public budget) and that the increased access rate will induce a decreased average individual academic excellence, in spite of increased funding. The model explains the essential objectives of Bologna Declaration, firstly, in the pre-Bologna budgetary frame, no increase in the academic access is possible without reducing the number of years of a cycle (especially of the first one) and the unitary costs. It is necessary to conduct a structural multidimensional reform of higher education. The conclusions drawn using the developed model suggest some solutions as to how to better organize higher education in order to reach larger academic access, better results (academic excellence), without much increasing the public funding, in order to satisfy the major part of the parties involved—academy, students, government, employers, the public at large. Such a physical model meant to explore and explain social issues and suggest social solutions enlarges the scope of education and research, and may help the implementation of the National Pact for Education.
Full Text
Topics from this Paper
Academic Excellence
Cost Of Higher Education
Physical Model
Higher Education
Bologna Reform
+ Show 5 more
Create a personalized feed of these topics
Get StartedTalk to us
Join us for a 30 min session where you can share your feedback and ask us any queries you have
Similar Papers
Tertiary Education and Management
Mar 1, 2001
Journal of Political Economy
May 1, 1972
Siegel Institute Journal of Applied Ethics
Jun 30, 2017
Higher Education in Europe
Jul 1, 2009
The Education and science journal
Apr 18, 2021
Southern Economic Journal
Jul 1, 2003
IALLT Journal of Language Learning Technologies
Apr 15, 1994
Social Science History
Nov 10, 2017
Apr 3, 2020
The Review of Higher Education
Jan 1, 2002
Applied Economics
May 1, 1992
Econophysics
Econophysics
Jan 1, 2013