Invisible Cities

Structure

Over the nine chapters, Marco describes a total of fifty-five cities, all women's names. The cities are divided into eleven thematic groups of five each:

  1. Cities & Memory
  2. Cities & Desire
  3. Cities & Signs
  4. Thin Cities
  5. Trading Cities
  6. Cities & Eyes
  7. Cities & Names
  8. Cities & the Dead
  9. Cities & the Sky
  10. Continuous Cities
  11. Hidden Cities

He moves back and forth between the groups, while moving down the list, in a rigorous mathematical structure. The table below lists the cities in order of appearance, along with the group they belong to:

Chapter no. Memory Desire Signs Thin Trading Eyes Names Dead Sky Continuous Hidden
1 Diomira
Isidora
Dorothea
Zaira
Anastasia
Tamara
Zora
Despina
Zirma
Isaura
2 Maurilia
Fedora
Zoe
Zenobia
Euphemia
3 Zobeide
Hypatia
Armilla
Chloe
Valdrada
4 Olivia
Sophronia
Eutropia
Zemrude
Aglaura
5 Octavia
Ersilia
Baucis
Leandra
Melania
6 Esmeralda
Phyllis
Pyrrha
Adelma
Eudoxia
7 Moriana
Clarice
Eusapia
Beersheba
Leonia
8 Irene
Argia
Thekla
Trude
Olinda
9 Laudomia
Perinthia
Procopia
Raissa
Andria
Cecilia
Marozia
Penthesilea
Theodora
Berenice

In each of the nine chapters, there is an opening section and a closing section, narrating dialogues between the Khan and Marco. The descriptions of the cities lie between these two sections.

The matrix of eleven column themes and fifty-five subchapters (ten rows in chapters 1 and 9, five in all others) shows some interesting properties. Each column has five entries, rows only one, so there are fifty-five cities in all. The matrix of cities has a central element (Baucis). The pattern of cities is symmetric with respect to inversion about that center. Equivalently, it is symmetric against 180 degree rotations about Baucis. Inner chapters (2-8 inclusive) have diagonal cascades of five cities (e.g. Maurila through Euphemia in chapter 2). These five-city cascades are displaced by one theme column to the right as one proceeds to the next chapter. In order that the cascade sequence terminate (the book of cities is not infinite!) Calvino, in chapter 9, truncates the diagonal cascades in steps: Laudomia through Raissa is a cascade of four cities, followed by cascades of three, two, and one, necessitating ten cities in the final chapter. The same pattern is used in reverse in chapter 1 as the diagonal cascade of cities is born. This strict adherence to a mathematical pattern is characteristic of the Oulipo literary group to which Calvino belonged.


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