Although the stories are very present in my book, and very present in my mind, what I was most interested in was the question of why it had attracted such a following in the 18th Century. It's less mysterious that it attracted a following in the Romantic period, and in the 19th Century, but the early 18th Century when the Rationalists fell in love with it...that was mysterious. What I wanted to look at was the forms of enchantment.

Many of the enchanted things in the book are lamps, carpets, sofas, gems, brass rings. It is a rather different landscape than the fairy tale landscape of the West. Though we have interiors and palaces, we don't have bustling cities, and there isn't the emphasis on the artisan making things. The ambiance from which they were written was an entirely different one. The Arabian Nights comes out of a huge world of markets and trade. Cairo, Basra, Damascus: trades and skills.

Wonder has no opposite; it springs up already doubled in itself, compounded of dread and desire at once, attraction and recoil, producing a thrill, the shudder of pleasure and of fear.

I shop online because I don't like to try things on in front of an alien mirror.

I am not a great believer in dialectical struggle. I am much more of a fusion person. I see it as a dialogue, or trialogue, or polylogue: many, many, many voices, going back a long way. The cultural picture is much more mutually enriching at many different levels, manufacturers...absolutely, design and calligraphy. It's an amazing amount of cross-interests between people.

I was brought up a Catholic and I was quite fervent, because I was sent to a convent school.

I see the carpet reflecting that narratological structure of the storytelling, with Scheherazade as the outside frame story on the outside, with the stories woven on the inside. It's also demonstrative of the infinity of it, with no beginning and no end. The carpet is also a kind of metonym for cinema, this idea that the flat surface carries a terrific depth of imaginative field while remaining totally flat.