Is there any universal book (like for example, DSM for APA) that contains all the theorem and postulates of geometry?

Is there any organization that compiles all the existing theorems and postulates.

It'd be easy to have a universal book that lists all the theorems and postulates orderly. So I say Theorem 99, we know what theorem is that. Books numbers theorems and postulates but their numbering is arbitrary.

-Lightfire

 

What sort of geometry?

I would also hope that geometry is a more exact science than mental health.

 

The closest thing I know of to what you are asking for is the OEIS (Online Encyclopedia of Integer Sequences).

http://oeis.org/

for example the Fibonacci sequence is here:

http://oeis.org/A000045

for Geometry try here
http://en.wikipedia.org/wiki/Category:Theorems_in_geometry

 

All the theorems, or just the true one, or just the true ones discovered so far?

Why?

Do you realize how many geometries there are? How many dimensions would you like?

In short I think not.

 

Your best bet is to start with Euclid's Elements. Only then, will you begin to appreciate how other geometries have emerged.

 

for Geometry try here
http://en.wikipedia.org/wiki/Categor...ms_in_geometry

For shame, I don't see Napoleon's Theorem there.

(Yes that Napoleon was responsible for a theorem in Geometry)

 

All the theorems, or just the true one, or just the true ones discovered so far?

Why?

For a complete reference.

just the true ones discovered so—that's it.

Do you realize how many geometries there are? How many dimensions would you like?

In short I think not.[/QUOTE]
Yes, I do. Dimension? It depends.

just the true ones discovered so—that's it.