Why Stripes? Harry MC, Alan Turing and the Natural Logic of Pattern
There is a question sitting quietly behind the whole World of Stripes project: why stripes? It sounds almost too simple to ask. A stripe is only a line repeated beside another line. And yet the form keeps appearing. In skin and shell, in sand and stone, in fields, shadows, shutters, fabrics, buildings, roads, scaffolds, quarries and cliffs. The world seems to return to it again and again, as though repetition and interval are among its oldest habits.
For Harry MC, this has never been a distant or theoretical question. It has been worked through in the studio for nearly five decades, one vertical band at a time. The Bath studio, with its Georgian proportions and changing vertical light, gives one kind of answer. Provence gives another: ochre cliffs, vineyard rows, scored fields, limestone walls, painted shutters, and the remembered colour of Roussillon and Saint-Rémy. The paintings begin with looking. A wall, a field edge, a shadow crossing stone, a colour that refuses to settle into a name. But when the work returns to the studio, the form it keeps returning to is the stripe.
In 1952, Alan Turing published a paper called The Chemical Basis of Morphogenesis. Turing is better known as a codebreaker, mathematician and one of the founders of modern computing, but in the last years of his life he turned to a different kind of problem. He wanted to understand how living forms acquire pattern. How does something that begins without visible structure become marked, divided, banded, spotted or shaped? Why might stripes, spots, spirals or repeated bands appear in biological tissue?
Turing’s answer was that pattern is not always imposed from outside. It can emerge from within. His model proposed that interacting chemical substances, diffusing at different rates through a developing organism, could generate stable patterns. What begins as apparent uniformity can, under the pressure of internal forces, separate into rhythm, spacing and form. Diffusion, which might be expected to blur everything into sameness, could instead help produce visible order.
For a painter of stripes like Harry, that idea has a particular pull. It does not turn painting into science, and it doesn’t explain away the act of making. But it does suggest why the stripe feels so persistent. It is not merely a decorative mark laid over a surface. It is one of the ways a surface stops being blank. In nature, stripes often appear where forces meet and settle. Something advances, something holds back, something spreads, something limits. The result is not chaos, but spacing. A band, a pause, another band, a rhythm that’s found its own balance.
Painting has different materials and different pressures, but the problem is not entirely foreign. A stripe painting is full of small negotiations. How wide should this band be? How much space should sit between one colour and the next? When does repetition become dull and variation become noise, a narrow interval can alter the weight of the whole canvas. A warm colour can be cooled by what stands beside it and a sequence that looked settled last night may feel too rigid the next morning. Such is life!
Harry MC’s paintings live in that territory. A vertical band is placed, tested, adjusted. Another follows. A colour is remembered from Provence but changed by Bath light. A line that seems simple begins to carry decisions about scale, weather, architecture, pigment and time. The stripe is the structure, but the painting only works when the structure begins to breathe. In that sense, Harry has spent years working, in paint, with a related question to the one Turing described mathematically: how does order emerge from relationships?
But the paintings are not equations. Their intelligence is visual, material and human. They carry the light of places Harry has returned to again and again: Bath stone catching a pale winter sun; ochre pigment from Provence; the vertical rhythm of windows, shutters and façades; the memory of quarry walls, field lines, scaffolds and shadows. The stripe gives the painting its discipline but the colour comes from looking.
This is where Harry’s work sits within the longer history of stripe painting. Barnett Newman’s zip, Gene Davis’s vertical bands, Bridget Riley’s perceptual structures, Daniel Buren’s repeated stripes, Sean Scully’s weighted bars and Sol LeWitt’s systems all show how much can be carried by a form that appears, at first glance, almost plain. The stripe has never belonged to one artist or one movement, it is too fundamental for that. It can carry scale, perception, rhythm, architecture, feeling and thought without needing to describe anything directly. Harry MC extends that conversation as a contemporary British stripe painter. His work does not treat the stripe as a graphic device or a borrowed modernist sign. It treats it as a way of translating observed experience into very large, museum-scale abstract paintings. The stripe becomes a record of attention. It holds the evidence of travel, weather, looking, return, and the slow decisions made in the studio.
That is why the connection with Turing matters. Not because Turing explains Harry’s paintings, and not because painting needs scientific permission to be serious. It matters because Turing’s theory helps reveal why stripes feel so deeply embedded in the world. They belong to a larger family of patterns through which order becomes visible. The mathematics belongs to Turing, the colour belongs to Harry. Between them lies one reason stripes continue to matter. They are simple enough to be recognised instantly, but deep enough to sustain a lifetime’s work. They can appear in a shell, a field, a façade, a quarry wall, a piece of cloth, a canvas. They can be natural, architectural, mathematical, musical, optical and painterly at the same time.
For Harry MC, the stripe is not an end point. It is a way of going back to the world with greater attention. A way of stripping away description until what remains is rhythm, interval and light. That is the quiet logic of the World of Stripes: the form is ancient, but the act of painting it remains contemporary. Each canvas begins again with the same question - why stripes? Because the world keeps answering in them.
Further reading:
Alan Turing, “The Chemical Basis of Morphogenesis,” 1952
Turing’s original Royal Society paper, setting out the idea that interacting chemical substances could generate biological pattern and form.
https://royalsocietypublishing.org/rstb/article/237/641/37/112910/The-chemical-basis-of-morphogenesis
The Royal Society, “A Modern View on Turing’s Theory of Pattern Formation”
A clear Royal Society overview explaining why Turing’s 1952 theory remains important for modern thinking about natural pattern formation.
https://royalsociety.org/blog/2021/11/turing-theory-pattern-formation