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Is the Wave Function Even Real? A Beginner's Guide

Physicists use the wave function to predict reality — but is it actually real? A new paper argues it may encode experience itself, not just particles.

Fig. 1 — The quantum wave function ψ evolving in abstract configuration space
A conceptual rendering of a quantum wave function — the central mathematical object of quantum mechanics. Before measurement, it exists as a superposition of all possible outcomes. Wiltsche & Berghofer (2026) argue this structure mirrors the "horizonal" openness of human experience itself. Image: NavsoraTimes / generated for editorial use.

Founder's Note

The deepest questions in physics have always been questions about reality — and right now, quantum mechanics is forcing us to ask whether reality even exists independently of the observer. If a new wave of phenomenological philosophy is right, the answer changes everything about how we build science going forward.

— Sanjay Verma, Founder · NavsoraTimes

In This Article

  1. The Quantum Puzzle That Has Haunted Physics for 100 Years
  2. Wave Function Realism — The Popular View and Its Big Problem
  3. Why Does the Observer Keep Showing Up in the Equations?
  4. The Forgotten 1939 Paper That Reframes Everything
  5. What This Means for How We Understand Reality

Quantum mechanics is the most precisely tested theory in the history of science. It predicts experimental outcomes to eleven decimal places. And yet, for over a century, physicists and philosophers have disagreed on one basic question: what does it actually say about the world? A 2026 paper by philosophers Harald Wiltsche and Philipp Berghofer takes a bold new angle — drawing on a largely forgotten branch of philosophy called phenomenology to argue that the wave function may not describe a physical object at all, but something far more fundamental.

The Quantum Puzzle That Has Haunted Physics for 100 Years

At the centre of quantum mechanics sits the wave function — a mathematical object, usually written as ψ (psi), that describes the state of a quantum system. Before you measure a particle's position, its wave function exists in a superposition: a blurry overlap of all possible locations at once. The moment you measure it, the wave function "collapses" to a single definite outcome. This raises a question physicists still argue about: what is the wave function, really? And why does measuring it seem to change it? This is the measurement problem — and it sits at the heart of every serious debate in quantum foundations.

What Is the Measurement Problem? The wave function evolves smoothly and continuously according to the Schrödinger equation — until a measurement happens, when it suddenly "collapses" to one outcome. Nothing in the math explains why measurement is special. Physicists have spent a century debating whether collapse is physical, informational, or something else entirely.

Wave Function Realism — The Popular View and Its Big Problem

The most intuitive realist response is wave function realism (WFR): the wave function is a real, physical entity that literally exists "out there," evolving in a high-dimensional space called configuration space. Philosophers like David Albert and Alyssa Ney have championed this view. The appeal is obvious — quantum mechanics is incredibly successful, so why not take its central object seriously as a real feature of the universe? But the consequences are startling. For a universe with 10⁸⁰ particles, this configuration space has roughly 3×10⁸⁰ dimensions. Our familiar 3D world — tables, trees, people — would be either an illusion or a secondary "emergent" phenomenon from this alien space. As philosopher Sean Carroll's work on quantum ontology shows, even committed realists wrestle with this implication.

10⁸⁰
Estimated particles in the observable universe
3×10⁸⁰
Dimensions of configuration space under WFR
100 yrs
Of unresolved debate on quantum interpretation

Why Does the Observer Keep Showing Up in the Equations?

Here is something remarkable that textbooks rarely emphasise: the founders of quantum mechanics didn't think physics described a world independent of observers. Heisenberg wrote that "the object of research is no longer nature but man's investigation of nature." Schrödinger concluded that quantum mechanics "deals only with the object–subject relation." Bohr insisted that physics is "the development of methods for ordering and surveying human experience." John Wheeler went furthest of all, arguing that "no elementary phenomenon is a phenomenon until it is an observed phenomenon" — coining the term "participatory universe." This isn't mysticism. It's a recognition that the formalism of quantum mechanics keeps pointing back to the observer, not away from them. Wiltsche and Berghofer ask: what if that's not a bug but a feature? What if quantum mechanics is actually a theory about the structure of experience itself?

"Quantum physics necessarily arrives at this decisive insight into the relationship of subject and object."

— Hermann Weyl, Mathematician & Physicist · Mind and Nature, 1934

The Forgotten 1939 Paper That Reframes Everything

In 1939, physicists Fritz London and Edmond Bauer published a slim text on the theory of quantum measurement — and built it on the philosophy of Edmund Husserl, the founder of phenomenology. Their core claim: the infamous "collapse" of the wave function is not a mysterious physical jolt. It's the moment an observer reflects on their own state within the entangled system and declares, "I observed outcome X." That reflective act — not a ghost-in-the-machine, not a consciousness ray — transforms an open field of correlated possibilities into a definite, shareable fact. Wiltsche and Berghofer argue that this reframes the wave function entirely: ψ doesn't describe a hidden object, it encodes the structured horizon of possibilities available before any definite outcome is registered — a mathematical expression of how a world becomes available to an observer at all. For more on phenomenology's role in physics, the Internet Encyclopedia of Philosophy's entry on Husserl is an excellent starting point.

1939
Year London & Bauer published their interpretation
3
Rival interpretations: BM, MWI, GRW each modify the formalism
0
New physical postulates added by the LB interpretation
What Is Phenomenology? Founded by Edmund Husserl in the early 1900s, phenomenology studies the structure of conscious experience — how the world shows up for a subject. Its key insight: experience isn't passive. Every perception comes with a "horizon" of anticipated possibilities that extend beyond what's immediately given, like how seeing a coffee cup implies its unseen back side, weight, and texture.

What This Means for How We Understand Reality

The honest limit of this framework is that it remains a philosophical proposal, not a new physical theory — it makes no new experimental predictions. What it does is reorient how we interpret the formalism we already have. Big open questions remain: How does this account handle Wigner's Friend scenarios, where nested observers contradict each other? What does "locality" even mean if objectivity lives in correlational experience rather than 3D space? These are not small questions. But the direction of travel is clear: quantum mechanics may not be pointing us toward a hidden universe of high-dimensional objects. It may be pointing us toward a deeper truth about how any universe becomes a universe — through the irreducible act of being observed.

"The wave function does not represent a thing in the world; it represents the world's own capacity to appear." — Wiltsche & Berghofer, arXiv, 2026.


📄 Source & Citation

Primary Source: Wiltsche H.A., Berghofer P. (2026). Wave Function Realism and the Mathematization of Nature: A Phenomenological Perspective. In: Johansson L-G., Faye J. (eds.) How to Understand Quantum Mechanics – 100 Years of Ongoing Interpretation. Boston Studies in the Philosophy and History of Science. arXiv:2601.06618v1 [physics.hist-ph].

Authors & Affiliations: Harald A. Wiltsche (Linköping University, Sweden) and Philipp Berghofer (University of Graz, Austria)

Data & Code: Philosophical paper — no datasets. Full preprint available at arxiv.org/abs/2601.06618

Key Themes: Wave Function Realism · Quantum Measurement · Phenomenology · London-Bauer Interpretation · Philosophy of Physics

Supporting References:

[1] Maudlin T. (1995). Three measurement problems. Topoi, 14(1), 7–15.

[2] London F., Bauer E. (1983). The theory of observation in quantum mechanics. In Wheeler J.A., Zurek W. (eds.) Quantum Theory and Measurement, 217–259. Princeton University Press.

[3] Ney A. (2021). The World in the Wave Function. Oxford University Press.

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