Documentation ¶
Index ¶
- Constants
- Variables
- func CSum(queue []order.Order) []byte
- func CheckMarketBuyBuffer(book Booker, ord *order.MarketOrder, marketBuyBuffer float64) bool
- func DisableLog()
- func OrdersMatch(a, b order.Order) bool
- func ShuffleQueue(queue []*OrderRevealed)
- func UseLogger(logger slog.Logger)
- type Booker
- type MatchCycleStats
- type Matcher
- type OrderRevealed
- type OrdersUpdated
Constants ¶
const (
HashSize = blake256.Size
)
Variables ¶
var ( HashFunc = blake256.Sum256 BaseToQuote = calc.BaseToQuote QuoteToBase = calc.QuoteToBase )
HashFunc is the hash function used to generate the shuffling seed.
Functions ¶
func CSum ¶
CSum computes the commitment checksum for the order queue. For an empty queue, the result is a nil slice instead of the initial hash state.
func CheckMarketBuyBuffer ¶
func CheckMarketBuyBuffer(book Booker, ord *order.MarketOrder, marketBuyBuffer float64) bool
CheckMarketBuyBuffer verifies that the given market buy order's quantity (specified in quote asset) is sufficient according to the Matcher's configured market buy buffer, which is in base asset units, and the best standing sell order according to the provided Booker.
func DisableLog ¶
func DisableLog()
DisableLog disables all library log output. Logging output is disabled by default until UseLogger is called.
func OrdersMatch ¶
OrdersMatch checks if two orders are valid matches, without regard to quantity. - not a cancel order - not two market orders - orders on different sides (one buy and one sell) - two limit orders with overlapping rates, or one market and one limit
func ShuffleQueue ¶
func ShuffleQueue(queue []*OrderRevealed)
Types ¶
type Booker ¶
type Booker interface { LotSize() uint64 BuyCount() int SellCount() int BestSell() *order.LimitOrder BestBuy() *order.LimitOrder Insert(*order.LimitOrder) bool Remove(order.OrderID) (*order.LimitOrder, bool) BuyOrders() []*order.LimitOrder SellOrders() []*order.LimitOrder }
Booker should be implemented by the order book.
type MatchCycleStats ¶ added in v0.2.0
type MatchCycleStats struct { MatchVolume uint64 QuoteVolume uint64 BookSells uint64 BookBuys uint64 BookSells5 uint64 BookBuys5 uint64 BookSells25 uint64 BookBuys25 uint64 HighRate uint64 LowRate uint64 StartRate uint64 EndRate uint64 }
MatchCycleStats is data about the results of a match cycle.
type Matcher ¶
type Matcher struct{}
func (*Matcher) Match ¶
func (m *Matcher) Match(book Booker, queue []*OrderRevealed) (seed []byte, matches []*order.MatchSet, passed, failed, doneOK, partial, booked, nomatched []*OrderRevealed, unbooked []*order.LimitOrder, updates *OrdersUpdated, stats *MatchCycleStats)
Match matches orders given a standing order book and an epoch queue. Matched orders from the book are removed from the book. The EpochID of the MatchSet is not set. passed = booked + doneOK. queue = passed + failed. unbooked may include orders that are not in the queue. Each of partial are in passed. nomatched are orders that did not match anything, and discludes booked limit orders that only matched as makers to down-queue takers.
TODO: Eliminate order slice return args in favor of just the *OrdersUpdated.
type OrderRevealed ¶
type OrderRevealed struct { Order order.Order // Do not embed so OrderRevealed is not an order.Order. Preimage order.Preimage }
OrderRevealed combines an Order interface with a Preimage.
type OrdersUpdated ¶
type OrdersUpdated struct { // CancelsExecuted are cancel orders that were matched to and removed // another order from the book. CancelsExecuted []*order.CancelOrder // CancelsFailed are cancel orders that failed to match and cancel an order. CancelsFailed []*order.CancelOrder // TradesFailed are unmatched and unbooked (i.e. unmatched market or limit // with immediate time-in-force), or orders with bad lot size. These orders // will be in no other slice. TradesFailed []order.Order // TradesBooked are limit orders from the epoch queue that were put on the // book. Because of downstream epoch processing, these may also be in // TradesPartial, and TradesCompleted or TradesCanceled. TradesBooked []*order.LimitOrder // TradesPartial are limit orders that were partially filled as maker orders // (while on the book). Epoch orders that were partially filled prior to // being booked (while takers) are not necessarily in TradesPartial unless // they are filled again by a taker. This is because all status updates also // update the filled amount. TradesPartial []*order.LimitOrder // TradesCanceled are limit orders that were removed from the the book by a // cancel order. These may also be in TradesBooked and TradesPartial, but // not TradesCompleted. TradesCanceled []*order.LimitOrder // TradesCompleted are market or limit orders that filled to completion. For // a market order, this means it had a match that partially or completely // filled it. For a limit order, this means the time-in-force is immediate // with at least one match for any amount, or the time-in-force is standing // and it is completely filled. TradesCompleted []order.Order }
OrdersUpdated represents the orders updated by (*Matcher).Match, and may include orders from both the epoch queue and the book. Trade orders that are not in TradesFailed may appear in multiple other trade order slices, so update them in sequence: booked, partial, and finally completed or canceled. Orders in TradesFailed will not be in another slice since failed indicates unmatched&unbooked or bad lot size. Cancel orders may only be in one of CancelsExecuted or CancelsFailed.
func (*OrdersUpdated) String ¶
func (ou *OrdersUpdated) String() string
Directories ¶
Path | Synopsis |
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Package mt19937 implements the 64-bit version of the Mersenne Twister (MT) pseudo-random number generator (PRNG) with a period of 2^19937-1, also known as mt19937_64, according to the reference implementation by Matsumoto and Nishimura at http://www.math.sci.hiroshima-u.ac.jp/~m-mat/MT/emt64.html
|
Package mt19937 implements the 64-bit version of the Mersenne Twister (MT) pseudo-random number generator (PRNG) with a period of 2^19937-1, also known as mt19937_64, according to the reference implementation by Matsumoto and Nishimura at http://www.math.sci.hiroshima-u.ac.jp/~m-mat/MT/emt64.html |