[script/research/crypsinous] added crypsinous blockchain notes

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mohab
2022-03-21 21:17:24 +02:00
committed by parazyd
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this is an effort to break down the building blocks of crypsinous blockchain
# Crypsinous blockchain
TODO
Each part $U_p$ stores it's own local view of the Blockchain $C_{loc}^{U_p}$.
$C_{loc}$ is a sequence of blocks $B_i$ (i>0), where each $B \in C_{loc}$
$$ B = (tx_{lead},st)$$
$$tx_{lead} = (LEAD,st\overrightarrow{x}_{ref},stx_{proof})$$
$st\overrightarrow{x}_{ref}$ it's a vector of $tx_{lead}$ that aren't yet in $C_{loc}$.
$stx_{proof}=(cm_{\prime{c}},sn_c,ep,sl,\rho,h,ptr,\pi)$
the Blocks' $\emph{st}$ is the block data, and $\emph{h}$ is the hash of that data.
the commitment of the newly created coin is:
$(cm_{\prime{c}},r_{\prime{c}})=COMM(pk^{COIN}||\tau||v_c||\rho_{\prime{c}})$,
\emph{$sn_c$} is the coin's serial number revealed to spend the coin.
$$sn_c=PRF_{root_{sk}^{COIN}}^{sn}(\rho_c)$$
$$\rho=\eta^{sk_{sl}^{COIN}}$$
$\eta$ is is from random oracle evaluated at $(Nonce||\eta_{ep}||sl)$, $\rho$ is the following epoch's seed. $\emph{ptr}$ is the hash of the previous block, $\pi$ is the NIZK proof of the LEAD statement.
## LEAD statement
# Crypsinous leaderelection
TODO

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