#
Spahn

combinatorial shape (Rev #2, changes)

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## General theory

### Reedy categories

### Interaction with model structures, generalized- and elegant Reedy categories

### Characterizations of cells

### Functorial characterization

### Recursive characterization

~~$\Delta$~~Examples~~ the simplex category~~

## $\Omega$ the globe category

### $\Delta$ the simplex category

## $T$ the disc category

### $\Omega$ the globe category

## Joyal’s category $\Theta$

### $T$ the disc category

## Segals category $\Gamma$

### Joyal’s category $\Theta$

## Opetope

### Segals category $\Gamma$

### Opetope

### Poset

## Functorial images of combinatorial shape categories

### Constraints on the functor

### Nerves, Realization and Segal conditions

### Model structures and presentation of higher structures

Revision on November 12, 2012 at 18:26:01 by
Stephan Alexander Spahn?.
See the history of this page for a list of all contributions to it.