btc.arbitrage.user: Compute the theoretical no-arbitrage market price of an...

View source: R/lower_bound.R

btc.arbitrage.userR Documentation

Compute the theoretical no-arbitrage market price of an altcoin based on the SHA-256 algorithm

Description

This function computes the theoretical no-arbitrage market price of an altcoin based on the SHA-256 algorithm

Usage

btc.arbitrage.user(
  block.reward.bitcoin = 12.5,
  hashing.power.miner = 10^12,
  Difficulty.bitcoin = 922724699726,
  block.reward.altcoin = 12.5,
  Difficulty.altcoin = 109634813602
)

Arguments

block.reward.bitcoin

is the block reward for bitcoin (currently 12.5 BTC/block)

hashing.power.miner

is the hashing power employed by a miner. Hayes (2017) sets this value to 1000 GH/s even though the actual hashing power of a miner is likely to deviate greatly from this value.

Difficulty.bitcoin

is the difficulty of the Bitcoin system which is expressed in units of GH/block

block.reward.altcoin

is the block reward for the SHA-256 based altcoin

Difficulty.altcoin

is the difficulty of the altcoin system which is expressed in units of GH/block

Details

This function computes the no-arbitrage market price of an altcoin based on the SHA-256 algorithm

Value

epsilon_star is no-arbitrage market price of an altcoin based on the SHA-256 algorithm

References

Hayes, A. S. (2017). Cryptocurrency Value Formation: An empirical study leading to a cost of production model for valuing Bitcoin. Telematics and Informatics, forthcoming.

Fantazzini, D., Nigmatullin, E., Sukhanovskaya, V., Ivliev, S., (2016) Everything you always wanted to know about bitcoin modelling but were afraid to ask. Part 1. Applied Econometrics, 44, 5-24.

Examples

#no-arbitrage market price of Bitcoin Cash using data published on the 16/09/2017
 btc.arbitrage.user(block.reward.bitcoin = 12.5, hashing.power.miner = 10^12,
 Difficulty.bitcoin = 922724699726,
 block.reward.altcoin = 12.5,  Difficulty.altcoin = 109634813602)

deanfantazzini/bitcoinFinance documentation built on June 12, 2024, 4:10 p.m.