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Position Financial Cost Mechanism

Parameters:

Symbol
Meaning

soft limit ratio of total currencies’ open interests. Currently set at 0.7

hard limit ratio of total currencies’ open interests. Currently set at 0.9

hard limit ratio of single currency’s open interest. Currently set at 1.1

pr

LP

total LP tokens’ net asset value, in USD, equal to LP’s cash after instantly closing all user positions without fee

Symmetry sets soft limits and hard limits for total currencies’ open interests.

1). When OI<=LIMITsoftOI <= LIMIT_{soft}OI<=LIMITsoft​, positions’ financing cost is 0.

2). When OI>LIMITsoftOI > LIMIT_{soft}OI>LIMITsoft​, positions’ financing cost rate will be charged on each currency’s larger positions’ holders:

fc=min(1,∣s∣⋅(OI−LIMITsoft)pr⋅LP⋅LIMIThard)⋅fcmaxfc= min(1, \frac {|s| \cdot (OI-LIMIT_{soft})} { pr \cdot LP \cdot LIMIT_{hard}}) \cdot fc_{max} fc=min(1,pr⋅LP⋅LIMIThard​∣s∣⋅(OI−LIMITsoft​)​)⋅fcmax​

Position financial costs will be credited to LP account to attract more LP.

Then when OI>=pr⋅LP⋅LIMIThard∣s∣+LIMITsoftOI >=\frac {pr \cdot LP \cdot LIMIT_{hard}} {|s|} + LIMIT_{soft}OI>=∣s∣pr⋅LP⋅LIMIThard​​+LIMITsoft​, fc=fcmaxfc = fc_{max}fc=fcmax​

3). When OI>=LIMIThardOI >= LIMIT_{hard}OI>=LIMIThard​ or oi>=limithardoi >= limit_{hard}oi>=limithard​, each currency’s larger positions’ holders could only reduce positions, while the less positions’ holders could open new positions but not exceed larger positions.

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Last updated 1 year ago

a risk management parameter for each currency. pr

hard limit of single currency’s open interest.

soft limit of total currencies’ open interests.

hard limit of total currencies’ open interests.

📈
🧑‍🏫
LIMITsLIMIT_{s} LIMITs​
LIMIThLIMIT_{h} LIMITh​
limithlimit_{h} limith​
∈(0,1)\in (0,1)∈(0,1)
limithardlimit_{hard}limithard​
limithard=limith×pr×LPlimit_{hard} = limit_h \times pr \times LPlimithard​=limith​×pr×LP
LIMITsoftLIMIT_{soft}LIMITsoft​
LIMITsoft=LIMITs×LPLIMIT_{soft} = LIMIT_s\times LPLIMITsoft​=LIMITs​×LP
LIMIThardLIMIT_{hard}LIMIThard​
LIMIThard=LIMITh×LPLIMIT_{hard} = LIMIT_h \times LPLIMIThard​=LIMITh​×LP