Building a Comprehensive Automated Trading Bot: Understanding Key Methods
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Chapter 1: Introduction to Automated Trading Systems
In the world of automated cryptocurrency trading, creating a flexible and effective portfolio management framework is crucial. In our previous discussion, we introduced the Portfolio class, which is intended to oversee a suite of trading strategies. This article delves into the fundamental methods within the Portfolio class, offering in-depth explanations and code examples to assist developers in understanding and implementing these features proficiently.
Section 1.1: Equity Curve Assessment
A vital aspect of the Portfolio class is the equity_curve property method, which provides an overview of the combined trading strategies' performance. It computes the cumulative equity curve by consolidating the individual equity curves of each strategy and averaging them to reflect the portfolio's overall performance.
@property
def equity_curve(self) -> float:
for idx, strat in enumerate(self.strategies):
if idx == 0:
pf = strat[1].equity_curveelse:
asset = strat[1].equity_curve
size_diff = pf.size - asset.size
if size_diff > 0:
asset = np.concatenate((np.full(size_diff, asset[0]), asset))elif size_diff < 0:
pf = np.concatenate((np.full(-size_diff, pf[0]), pf))pf = np.add(pf, asset)
pf = (1./len(self.strategies)) * pf
return pf
This method iterates through each strategy in the portfolio, adjusting for discrepancies in their equity curves' lengths by padding with initial values where necessary, before summing and averaging them to generate the portfolio’s overall equity curve.
Section 1.2: Visualizing the Equity Curve
The plot_equity method offers a visual representation of the portfolio's equity curve using matplotlib, making it easier to assess the portfolio’s performance over time. This visualization provides a clear and intuitive understanding of how well the combined strategies perform in the market.
def plot_equity(self) -> None:
pf = self.equity_curve
plt.figure(figsize=(18, 9))
plt.grid(True)
plt.plot(pf)
plt.title("Portfolio Equity Curve")
plt.xlabel("Time")
plt.ylabel("Equity")
plt.show()
This straightforward method retrieves the calculated equity curve and generates a plot, enhancing the analysis by graphically depicting the portfolio’s growth or decline over time.
Section 1.3: Integrating New Strategies
The add_strategy method enables the dynamic addition of new strategies to the portfolio, which is essential for adjusting the portfolio according to evolving market conditions and incorporating new trading methodologies.
def add_strategy(self, strategy: Strategy) -> None:
self.strategies.append(strategy)
This method simply adds a new Strategy instance to the strategies list, integrating it into the portfolio for future assessment and execution.
Chapter 2: Constructing the Portfolio
The build_portfolio method assembles the portfolio by traversing the specified markets and developing corresponding strategies based on defined criteria such as all-time highs and prior lows.
def build_portfolio(self) -> None:
for idxm, market in enumerate(self.markets):
strategy_constructor = market.strategy
ath = market.ath
prev_low = market.prev_low
ms = MarketStructure(ath, prev_low, ath, prev_low)
strategy = strategy_constructor(self._ec, ms, market, live=self._live)
self.add_strategy((market, strategy))
This method underscores the modularity of the portfolio management system, facilitating the dynamic construction of the portfolio based on a variety of strategies and market conditions.
Section 2.1: Trade Execution and Initialization
The initialize_trades and live_trades methods are essential for simulating historical trades and executing real-time trades, respectively. These functions ensure that the portfolio's strategies are both tested and applied in practical scenarios, confirming their effectiveness and making necessary adjustments for optimal performance.
def initialize_trades(self) -> None:
for idx, strat in enumerate(tqdm(self.strategies)):
start_time = strat[0].start_time
end_time = start_time + timedelta(days=40)
while start_time < datetime.now():
df = self._dh.fetch_historical_data(self._ec, strat[0].market_name, strat[1].timeframe, start_time, end_time)
if self._live:
for index, row in df.iterrows():
strat[1].next_candle_init(row)else:
for index, row in df.iterrows():
strat[1].next_candle_live(row)start_time = end_time
end_time = end_time + timedelta(days=40)
def live_trades(self) -> None:
for idx, strat in enumerate(tqdm(self.strategies)):
market_name = strat[0].market_name
df = self._dh.fetch_current_data(self._ec, market_name, strat[1].timeframe.value)
strat[1].next_candle_live(df.iloc[-1])
These methods utilize the DataHandler class to fetch pertinent market data, applying each strategy’s logic to either historical or real-time data, thus enabling the practical execution of the portfolio’s trading strategies.
Conclusion
This exploration of the Portfolio class's essential methods illuminates the complex mechanisms behind automated cryptocurrency trading portfolios. By comprehending and applying these methods, developers can craft sophisticated and adaptable trading systems that accommodate a wide array of strategies and market dynamics, fostering efficiency and profitability in the unpredictable cryptocurrency landscape.
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