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orderbook's Introduction

Simple Order Matching Engine

SimpleCross - a process that matches internal orders

Overview:
    * Accept/remove orders as they are entered and keep a book of
      resting orders
    * Determine if an accepted order would be satisfied by previously
      accepted orders (i.e. a buy would cross a resting sell)
    * Output (print) crossing events and remove completed (fully filled)
      orders from the book

Inputs:
    A string of space separated values representing an action.  The number of
    values is determined by the action to be performed and have the following
    format:

    ACTION [OID [SYMBOL SIDE QTY PX]]

    ACTION: single character value with the following definitions
    O - place order, requires OID, SYMBOL, SIDE, QTY, PX
    X - cancel order, requires OID
    P - print sorted book (see example below)

    OID: positive 32-bit integer value which must be unique for all orders

    SYMBOL: alpha-numeric string value. Maximum length of 8.

    SIDE: single character value with the following definitions
    B - buy
    S - sell

    QTY: positive 16-bit integer value

    PX: positive double precision value (7.5 format)

Outputs:
    A list of strings of space separated values that show the result of the
    action (if any).  The number of values is determined by the result type and
    have the following format:

    RESULT OID [SYMBOL [SIDE] (FILL_QTY | OPEN_QTY) (FILL_PX | ORD_PX)]

    RESULT: single character value with the following definitions
    F - fill (or partial fill), requires OID, SYMBOL, FILL_QTY, FILL_PX
    X - cancel confirmation, requires OID
    P - book entry, requires OID, SYMBOL, SIDE, OPEN_QTY, ORD_PX (see example below)
    E - error, requires OID. Remainder of line represents string value description of the error

    FILL_QTY: positive 16-bit integer value representing qty of the order filled by
              this crossing event

    OPEN_QTY: positive 16-bit integer value representing qty of the order not yet filled

    FILL_PX:  positive double precision value representing price of the fill of this
              order by this crossing event (7.5 format)

    ORD_PX:   positive double precision value representing original price of the order (7.5 format)
              (7.5 format means up to 7 digits before the decimal and exactly 5 digits after the decimal)

Conditions/Assumptions:
    * The implementation should be a standalone Linux console application (include
      source files, testing tools and Makefile in submission)
    * The use of third party libraries is not permitted. 
    * The app should respond to malformed input and other errors with a RESULT
      of type 'E' and a descriptive error message
    * Development should be production level quality. Design and
      implementation choices should be documented
	* Performance is always a concern in software, but understand that this is an unrealistic test. 
	  Only be concerned about performance where it makes sense to the important sections of this application (i.e. reading actions.txt is not important).
    * All orders are standard limit orders (a limit order means the order remains in the book until it
      is either canceled, or fully filled by order(s) for its same symbol on the opposite side with an
      equal or better price).
    * Orders should be selected for crossing using price-time (FIFO) priority
    * Orders for different symbols should not cross (i.e. the book must support multiple symbols)

Example session:
    INPUT                                   | OUTPUT
    ============================================================================
    "O 10000 IBM B 10 100.00000"            | results.size() == 0
    "O 10001 IBM B 10 99.00000"             | results.size() == 0
    "O 10002 IBM S 5 101.00000"             | results.size() == 0
    "O 10003 IBM S 5 100.00000"             | results.size() == 2
                                            | results[0] == "F 10003 IBM 5 100.00000"
                                            | results[1] == "F 10000 IBM 5 100.00000"
    "O 10004 IBM S 5 100.00000"             | results.size() == 2
                                            | results[0] == "F 10004 IBM 5 100.00000"
                                            | results[1] == "F 10000 IBM 5 100.00000"
    "X 10002"                               | results.size() == 1
                                            | results[0] == "X 10002"
    "O 10005 IBM B 10 99.00000"             | results.size() == 0
    "O 10006 IBM B 10 100.00000"            | results.size() == 0
    "O 10007 IBM S 10 101.00000"            | results.size() == 0
    "O 10008 IBM S 10 102.00000"            | results.size() == 0
    "O 10008 IBM S 10 102.00000"            | results.size() == 1
                                            | results[0] == "E 10008 Duplicate order id"
    "O 10009 IBM S 10 102.00000"            | results.size() == 0
    "P"                                     | results.size() == 6
                                            | results[0] == "P 10009 IBM S 10 102.00000"
                                            | results[1] == "P 10008 IBM S 10 102.00000"
                                            | results[2] == "P 10007 IBM S 10 101.00000"
                                            | results[3] == "P 10006 IBM B 10 100.00000"
                                            | results[4] == "P 10001 IBM B 10 99.00000"
                                            | results[5] == "P 10005 IBM B 10 99.00000"
    "O 10010 IBM B 13 102.00000"            | results.size() == 4
                                            | results[0] == "F 10010 IBM 10 101.00000"
                                            | results[1] == "F 10007 IBM 10 101.00000"
                                            | results[2] == "F 10010 IBM 3 102.00000"
                                            | results[3] == "F 10008 IBM 3 102.00000"

So, for the example actions.txt, the desired output from the application with the below main is:
F 10003 IBM 5 100.00000
F 10000 IBM 5 100.00000
F 10004 IBM 5 100.00000
F 10000 IBM 5 100.00000
X 10002
E 10008 Duplicate order id
P 10009 IBM S 10 102.00000
P 10008 IBM S 10 102.00000
P 10007 IBM S 10 101.00000
P 10006 IBM B 10 100.00000
P 10001 IBM B 10 99.00000
P 10005 IBM B 10 99.00000
F 10010 IBM 10 101.00000
F 10007 IBM 10 101.00000
F 10010 IBM 3 102.00000
F 10008 IBM 3 102.00000

Requirements

clang >= 14.0

Would have liked to use more C++20 features but compiler supports are a little painful for some new features

Build & Run

make all
./SimpleCross [file]

Design Choices

The matching engine is consisted of several parts

  • A parser that parses inputs and errs on malformed inputs
  • A global singleton logger that logs to output
  • A orderbook that matches incoming orders

The orderbook consists of a MegaBook that indexes each ticker symbol to their respective OrderBook class with an unordered_map. It also holds a global hashtable of orders already seen. A brief overview of the OrderBook class:

  • Two BSTs (ask and bid) that maps from price to a list of orders (FIFO price level)
  • Two unordered_map that maps from price to a pointer to list of orders (respective price levels)
  • A unordered_map that maps from order id to their respective iterators in the price level lists

Time complexity for actions

  • Insert: O(logn) to travel down the BSTs. But this can be improved to O(1) if the price level already exists
  • Cancel: O(1) to find the respective iterator and delete from list, and also O(logn) to remove from MegaBook If the occurence of depleted price levels on cancel is small, then we can consider the cost to be very small as well.
  • Print: O(n) to print out every order

This is definitely not the most space efficient solution, since we need O(2n + m + k) for bookkeeping (n is the number of orders, m is the number of prices and k is the number of symbols), and an additional O(m + k) to store the ask and bid trees. But it should be amply fast to process large number of orders if space is less of a concern. Some thoughts for improvements:

  • Make each price level a vector, might be better for cache locality
  • Instead of hashing the ticker string each time, map it into a unique integer that use that to index into a vector that stores the bookkeeping

Testing

Testings

- Malformed inputs (test1.txt)
- No mactch (test2.txt)
- One quote partial match (test3.txt)
- One quote fully match (test4.txt)
- Multiple quotes fully match (test5.txt)
- Different symbols match (test6.txt)
- Duplicate and cancel order id test (test7.txt)

There is also a python fuzzer in generator.py that generates random orders for stress testing.

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