The Purpose versus Function of Higher Education: An Analysis of Divergent Trajectories

This article is the first in a five-part series examining the contemporary state of higher education. The series explores the growing tensions between traditional academic ideals and modern institutional practices, from the changing role of universities to the challenges of credential inflation.

The Purpose versus Function of Higher Education: An Analysis of Divergent Trajectories

The medieval university emerged as a sanctuary of scholarly pursuit, where knowledge was cultivated for its own sake and learning was viewed as a transformative journey rather than a transactional exchange. This original purpose—the advancement of knowledge and cultivation of intellectual growth—stood largely unchallenged until the modern era. Yet today’s universities operate in a markedly different landscape, where their function has evolved far beyond these foundational aims.

Historical Foundations and Modern Tensions

The university as we know it took shape in medieval Europe, with institutions like the University of Bologna, Oxford, and the Sorbonne establishing models of scholarly community that would endure for centuries. These early universities served a dual purpose: preserving classical knowledge while fostering new intellectual discoveries. Their function aligned closely with their purpose—the pursuit of truth through rational inquiry and scholarly debate1.

This alignment between purpose and function persisted well into the modern era, even as universities expanded their scope to encompass scientific research and professional training. The Humboldtian model of the 19th century explicitly united teaching and research, viewing them as complementary aspects of the scholarly enterprise2. This unity of purpose and function began to fragment only with the mass expansion of higher education in the 20th century.

Competing Perspectives in Modern Higher Education

The Institutional Perspective

Today’s universities balance multiple, often competing imperatives: research excellence, financial sustainability, market positioning, and societal impact. This multiplication of purposes has led to a functional transformation where universities increasingly operate as commercial entities rather than purely academic institutions3. The pressure to maintain enrolment numbers, secure research funding, and compete in global rankings has fundamentally altered how institutions approach their educational mission.

When institutions prioritise market demands over academic rigour, the very essence of higher education comes into question.

The Student Perspective

Contemporary students approach higher education primarily as an investment in future earnings potential. Recent studies indicate that even at elite institutions, students struggle with fundamental academic practices like sustained reading4. This shift reflects broader societal changes, raising questions about whether pure academic pursuit remains viable for most students in today’s economic climate.

The transformation in student attitudes mirrors wider cultural shifts. Where once university attendance signified a commitment to intellectual development, it now often represents a necessary credential for professional advancement. This pragmatic approach, while understandable, fundamentally alters the student-institution relationship5.

The Employer Perspective

Employers, historically peripheral to academic pursuits, now significantly influence university function through their hiring preferences and skill demands. This relationship has transformed universities into de facto credential providers, potentially at odds with their historical purpose of fostering intellectual development6.

The Case for Multiple Modalities

The tension between historical purpose and contemporary function suggests that a single model of higher education may no longer suffice. A more nuanced and differentiated approach to higher education could better serve our diverse societal needs. Traditional academic institutions could maintain their focus on pure scholarly pursuit, preserving the medieval ideal of knowledge for its own sake while fostering deep intellectual development. Alongside these, professional schools could explicitly focus on career preparation, with curricula and pedagogy designed specifically for workplace demands7.

Research institutes could dedicate themselves primarily to knowledge creation, operating with different metrics and expectations than teaching-focused institutions. Meanwhile, vocational centres could prioritise practical skill development, offering focused, efficient pathways to specific career outcomes. This differentiated approach would allow each type of institution to excel in its chosen domain rather than trying to fulfil every possible educational function.

The Anachronism Question

Is the traditional university model anachronistic in today’s world? The evidence suggests a more nuanced conclusion. While the medieval model may not suit all modern needs, its emphasis on deep learning and intellectual development remains valuable—perhaps increasingly so in an age of rapid technological change and complex global challenges8.

Synthesis and Future Implications

The divergence between historical purpose and contemporary function need not signal the death of traditional academic values. Rather, it might herald the birth of a more diverse educational ecosystem, where different institutional types serve different purposes explicitly rather than trying to be all things to all stakeholders.

As we navigate this transition, the challenge lies in preserving the essential benefits of traditional academic pursuits whilst adapting to contemporary needs. This may require reimagining not just how universities function, but how society values different forms of higher education.

The future of higher education may lie not in choosing between tradition and innovation, but in creating space for both to thrive.


In the next article in this series, we shall examine how the widening of access to higher education, whilst democratising knowledge, has precipitated unexpected economic consequences that challenge the very accessibility it seeks to promote.


Footnotes

1 Newman, J. H. (1852). “The Idea of a University.” Notre Dame Press.

2 Humboldt, W. von. (1810). “On the Internal and External Organization of the Higher Scientific Institutions in Berlin.”

3 Clark, B. R. (1998). “Creating Entrepreneurial Universities.” Pergamon.

4 Horowitch, R. (2024). “The Elite College Students Who Can’t Read Books.” The Atlantic.

5 Arum, R., & Roksa, J. (2011). “Academically Adrift: Limited Learning on College Campuses.” University of Chicago Press.

6 Brown, P., & Lauder, H. (2010). “The Global Auction: The Broken Promises of Education, Jobs, and Incomes.” Oxford University Press.

7 Trow, M. (2007). “Reflections on the Transition from Elite to Mass to Universal Access.” Springer.

8 Collini, S. (2012). “What Are Universities For?” Penguin.

9 Christensen, C. M., & Eyring, H. J. (2011). “The Innovative University.” Jossey-Bass.

Education is an admirable thing: Oscar Wilde

“Education is an admirable thing, but it is well to remember from time to time that nothing that is worth knowing can be taught.”

— Oscar Wilde

I’ve loved this quote since I first read it however many years ago. I used to have a plaque with this inscription hung on a wall. This quote came back to mind when I was reading more McGilchrist. I expect to post the summary of chapter nine of The Matter with Things by the end of the weekend. I’ve read it and am now extracting a summary. But I digress.

“Education is an admirable thing.” This is a testament to the left cerebral hemisphere, although it provides fodder for the right as well. Instruction is about categorisation and structure; language and rote; stuffing out brains with facts and trivia.

But “nothing worth knowing can be taught.” This is a right hemisphere conceit. It can’t be taught because it must be experienced.

One can’t teach allegory.

One can’t teach allusion.

One can’t teach metaphor.

One can teach simile.

One can teach poetry, but one can’t teach a poem.

One can teach art, but one can’t teach a work of art.

One can teach music, but one can’t teach the qualia of music. That’s a minor key. You’re supposed to feel sad there. That’s a major seventh chord, doesn’t that uplift you? And what about this raga?

What can’t be taught lay in the realm of intuition and feeling. Emotional response.

“Nothing worth knowing can be taught.”

Houston, we have a problem

EDIT: Since I first posted this, I’ve discovered that computer algorithms and maths are not playing well together in the sandbox. Those naughty computer geeks are running rogue from the maths geeks.

In grade school, we typically learn a form of PEMDAS as a mnemonic heuristic for mathematical order of operations. It’s a stand-in for Parentheses, Exponents, Multiplication, Division, Addition, and Subtraction. This may be interpreted in different ways, but I’ve got bigger fish to fry. It turns out that many (if not most) programming languages don’t implement around a PEMDAS schema. Instead, they opt for BODMAS, where the B and O represent Brackets and Orders—analogous to Parentheses and Exponents. The important thing to note is the inversion of MD to DM, as this creates discrepancies.

And it doesn’t end here. HP calculators interject a new factor, multiplication by juxtaposition, that mathematician and YouTuber, Jenni Gorham, notates as J resulting in PEJMDAS. This juxtaposition represents the implied multiplication as exemplified by another challenge;

1 ÷ 2✓3 =

In this instance, multiplication by juxtaposition instructs us to resolve 2✓3 before performing the division. Absent the J, the calculation results in ½✓3 rather than the intended 1/(2✓3). As with this next example, simply adding parentheses fixes the problem. Here’s a link to her video:

And now we return to our originally scheduled programming…

Simplifying concepts has its place. The question is where and when. This social media war brings this back to my attention.

As depicted in the meme, there is a difference of opinion as to what the answer is to this maths problem.

6 ÷ 2 ( 1 + 2 ) =

In grade school, children are taught some variation of PEMDAS, BOMDAS, BEDMAS, BIDMAS, or whatever. What they are not taught is that this is a regimented shortcut, but it doesn’t necessarily apply to real-world applications. The ones defending PEMDAS are those who have not taken maths beyond primary school and don’t use maths beyond some basic addition and subtraction. Luckily, the engineers and physicists who need to understand the difference, generally, do.

Mathematicians, scientists, and engineers have learned to transform the equation into the form on the left, yielding an answer of 1. If your answer is 9, you’ve been left behind.

Why is this such a big deal?

When I taught undergraduate economics, I, too, had to present simplifications of models. In practice, the approach was to tell the students that the simplification was like that in physics. At first, you assume factors like gravity and friction don’t exist—fewer variables, fewer complexities. The problem, as I discovered in my advanced studies, is that in economics you can’t actually relax the assumptions. And when you do, the models fail to function. So they only work under assumptions that cannot exist in the real world—things like infinite suppliers and demanders. Even moving from infinite to a lot, breaks the model. Economists know this, and yet they teach it anyway.

When I transitioned from undergrad to grad school, I was taken aback by the number of stated assumptions that were flat out wrong.

When I transitioned from undergrad to grad school, I was taken aback by the number of stated assumptions that were flat out wrong. Not only were these simplifications flat out wrong, but they also led to the wrong conclusion—the conclusion that aligned with the prevailing narratives.

This led me to wonder about a couple of things

Firstly, if I had graduated with an English degree and then became a PhD candidate in English, would I have also learnt it had mostly been a lie for the purpose of indoctrination?

Secondly, what other disciplines would have taught so much disinformation?

Thirdly, how many executives with degrees and finance and management only got the fake version?

Fourthly, how many executives hadn’t even gotten that? Perhaps they’d have had taken a class or two in each of finance and economics and nothing more. How many finance and economics courses does one need to take to get an MBA? This worries me greatly.

To be honest, I wonder how many other disciplines have this challenge. I’d almost expect it from so-called soft sciences, but from maths? Get outta here.

Half-life of knowledge

This also reminds me of the notion of the half-life of knowledge. What you knew as true may eventually no longer be. In this case, you were just taught a lie because it was easier to digest than the truth. In other cases, an Einstein comes along to change Newtonian physics into Oldtonian physics, or some wisenheimer like Copernicus determines that the cosmic model is heliocentric and not geocentric.

If you’ve been keeping up with my latest endeavour, you may be surprised that free will, human agency, identity, and the self are all human social constructs in need of remediation. Get ready to get out of your comfort zone or to entrench yourself in a fortress of escalating commitment.