Ciro Santilli @cirosantilli 35

Given a bunch of interlinked standard cell library elements from the logic synthesis step, actually decide where exactly they are going to go on 2D (stacked 2D) integrated circuit surface.

Sample output format of place and route would be GDSII.

Centralized system that still attempts some level of privacy.

In it, a central bank issue tokens that are stored offline in your cell phone, a bit like cash bank notes.

When you take those tokens, a corresponding amount gets removed from your bank account, a bit like cash bank notes.

When a transaction is made, tokens are put into a spent token list via central API, and cannot be double spent thereafter. The corresponding ammount is then added to the bank account of the receiver. This also means that offline transactions are not possible.

When emitting, the bank signs the token with their private key. When spending, the bank checks that signature.

How do we prevent the bank from logging which token goes to which user besides trusting that they are running the software we whink they are running? Notably, couldn't timing be used to identify that?

You just map the value (1, 1) $C_m\times C_n$ to the value 1 of $C_{mn}$, and it works out. E.g. for $C_2\times C_3$, the group generated by of (1, 1) is:

Given:the norm ends up being:

E.g. in ${\mathbb{C}}^2$:

Zephyr is cool. Its installation setup is annoying. But the project is cool.

Term invented by Ciro Santilli, it refers to Richard Feynman, after helping to build the atomic bomb: