M. C. Escher Quotes

After the first proof [of 'Sphere Spirals'] my high expectations were, as always, greatly disappointed. I am now struggling on - with some feeling of despair - so that I at least achieve a passable result.

In mathematical quarters, the regular division of the plane has been considered theoretically.. .Does this mean that it is an exclusively mathematical question? In my opinion, it does not. [Mathematicians] have opened the gate leading to an extensive domain, but they have not entered this domain themselves. By their very nature they are more interested in the way in which the gate is opened than in the garden lying behind it.

But to get back to the point: did you ever imagine that your dad, who lives so far away from the bustle and intrigue of the world, working on his prints day after day like a hermit, would some day be drawn into the sickening scene of vain officialdom, despite himself?.. .But what on earth can I do about it? Luckily I can swear by God and all his angels that I never moved a finger to get the decoration or licked the boots of any bigwigs.

version in original Dutch (origineel citaat van M.C. Escher, in het Nederlands): 'Nu wou ik je nog wat zeggen over het verband met muziek, en wel in hoofdzaak met die van Bach, d.w.z. de Fuga, of eenvoudiger canon.. .Het heeft heel veel van mijn motieven, die ik ook om verschillende assen laat draaien. Ik heb dat gevoel van relatie, verwantschap, tegenwoordig zoo sterk, dat ik tijdens het luisteren naar Bach, dikwijls geïnspireerd word en een sterke drang naar zijn dwingende ritme voel, een cadans die iets van de eindeloosheid zoekt. In de Fuga is alles gebaseerd op een enkel motief, dikwijls maar van enkele noten. Bij mij draait ook alles om een enkele gesloten contour..

Now, I should like to say something else to you about the connection with music, primarily that of Bach, i.e. the Fugue or, put more simply, the canon.. .It has a great deal in common with my own motifs, which I make turn on various axes too. Nowadays I have such a powerful sense of relationship, of affinity, that when I am listening to Bach I frequently get inspired and feel an overwhelming instinct for his insistent rhythm, a cadence seeking something of the infinite. In the Fugue everything is based on a single motif, often consisting of just a few notes. In my work, too, everything revolves around a single closed contour..

version in original Dutch (origineel citaat van M.C. Escher, in het Nederlands): De onbekende bergnesten in het onherbergzame binnenland van Zuid-Calabrië zijn meestal slechts door een muilezelpad met den spoorweg, die vlak langs de kust loopt, verbonden: wie er heen wil, dient te voet te gaan zoo hij geen ezel tot zijn beschikking heeft. Ik denk terug aan dien warmen namiddag in de maand Mei toen wij met ons vieren, na een lange, vermoeiende tocht in de barre zon, bepakt met de zware last onzer rugzakken, zweetdruppelend en een beetje hijgend de stadspoort van Palizzi binnentraden..

The unknown mountain nests in the inhospitable interior of southern Calabria are usually connected only by a mule track with the railway that runs close to the coast: whoever wants to go there has to walk on foot if he has no donkey at his disposal. I think back to that warm afternoon in the month of May when we the four of us, after a long, tiring ride in the harsh sun, packed with the heavy burden of our backpacks, sweat-dripping and a little gasping, entered the city gate of Palizzi..

Coxeter also wrote a long mathematical explanation in his letter, which was beyond Escher's comprehension, as he remarked in a letter to George and Corrie.

Baarn, 28 May 1960: 'I had an enthusiastic letter from Coexter about my coloured fish, which I sent him. Three pages of explanation of what I actually did... It's a pity that I understand nothing, absolutely nothing of it...