### Install riskparityportfolio via pip

Source: https://mirca.github.io/riskparity.py/index.html

Standard installation command for the package.

```bash
$ pip install riskparityportfolio
```

--------------------------------

### Install development version from source

Source: https://mirca.github.io/riskparity.py/index.html

Commands to clone the repository and install the package in editable mode.

```bash
$ git clone https://github.com/dppalomar/riskparity.py
$ cd riskparity.py
$ pip install -e .
```

--------------------------------

### Import riskparityportfolio Library

Source: https://mirca.github.io/riskparity.py/tutorials/minimal-usage.html

Import the necessary library to start using its functionalities.

```python
import riskparityportfolio as rp
```

--------------------------------

### Get optimal weights from pyrb

Source: https://mirca.github.io/riskparity.py/tutorials/comparison-with-pyrb.html

Retrieves the calculated optimal weights from the ERC object after solving.

```python
optimal_weights =  ERC.x
optimal_weights
```

--------------------------------

### Get scaled risk contributions from pyrb

Source: https://mirca.github.io/riskparity.py/tutorials/comparison-with-pyrb.html

Retrieves the scaled risk contributions for each asset from the ERC object.

```python
risk_contributions_scaled =  ERC.get_risk_contributions()
risk_contributions_scaled
```

--------------------------------

### Initialize `RiskParityPortfolio` Class

Source: https://mirca.github.io/riskparity.py/tutorials/minimal-usage.html

Instantiate the `RiskParityPortfolio` class with the covariance matrix and budgeting vector. This approach is more flexible for advanced constraints.

```python
my_portfolio = rp.RiskParityPortfolio(covariance=Sigma, budget=b)
```

--------------------------------

### Initialize and Design Risk Parity Portfolio

Source: https://mirca.github.io/riskparity.py/tutorials/comparison-with-pyrb.html

Initializes the RiskParityPortfolio object and runs the design optimization.

```python
my_rpp = rpp.RiskParityPortfolio(covariance=cov)
```

```python
my_rpp.design()
```

--------------------------------

### Design Portfolio using `vanilla.design` function

Source: https://mirca.github.io/riskparity.py/tutorials/minimal-usage.html

Use the `rp.vanilla.design` function to compute portfolio weights based on the covariance matrix and budgeting vector. This is suitable for vanilla risk parity problems.

```python
w = rp.vanilla.design(Sigma, b)
```

--------------------------------

### Import Risk Parity Portfolio Library

Source: https://mirca.github.io/riskparity.py/tutorials/including-mean-return-and-variance.html

Imports the core RiskParityPortfolio class and numpy for numerical computations.

```python
import riskparityportfolio as rp
import numpy as np
```

--------------------------------

### Initialize EqualRiskContribution object

Source: https://mirca.github.io/riskparity.py/tutorials/comparison-with-pyrb.html

Initializes the EqualRiskContribution solver from pyrb with the covariance matrix.

```python
ERC = EqualRiskContribution(cov)
```

--------------------------------

### Display Portfolio Weights

Source: https://mirca.github.io/riskparity.py/tutorials/minimal-usage.html

Display the calculated portfolio weights.

```python
w
```

--------------------------------

### Calculate optimal weights with riskparityportfolio

Source: https://mirca.github.io/riskparity.py/tutorials/comparison-with-pyrb.html

Calculates the optimal weights using the vanilla design function from the riskparityportfolio package.

```python
rpp.vanilla.design(cov, b)
```

--------------------------------

### Import necessary libraries

Source: https://mirca.github.io/riskparity.py/tutorials/comparison-with-pyrb.html

Imports pandas, numpy, and the EqualRiskContribution class from pyrb.

```python
from pyrb import EqualRiskContribution
import pandas as pd
import numpy as np
import riskparityportfolio as rpp
```

--------------------------------

### Design Portfolio using Class Method

Source: https://mirca.github.io/riskparity.py/tutorials/minimal-usage.html

Call the `design` method on the `RiskParityPortfolio` instance to compute the portfolio weights. This method may involve iterative calculations.

```python
my_portfolio.design()
```

--------------------------------

### Verify Constraints

Source: https://mirca.github.io/riskparity.py/tutorials/comparison-with-pyrb.html

Checks if the portfolio weights satisfy the defined inequality constraints.

```python
Dmat @ my_rpp.weights
```

--------------------------------

### Display Budgeting Vector

Source: https://mirca.github.io/riskparity.py/tutorials/minimal-usage.html

Display the defined budgeting vector to verify its contents.

```python
b
```

--------------------------------

### Verify Risk Contributions

Source: https://mirca.github.io/riskparity.py/tutorials/minimal-usage.html

Calculate and display the actual risk contributions of the portfolio weights to verify they match the desired budgeting vector.

```python
rc = w @ (Sigma * w)
rc/np.sum(rc)
```

--------------------------------

### Optimize Portfolio with Mean Return

Source: https://mirca.github.io/riskparity.py/tutorials/including-mean-return-and-variance.html

Iterates through different alpha values to add mean return to the portfolio, designs the portfolio, and collects risk concentration and mean return data.

```python
risk_parity = []
mean_return = []
for alpha in 10 ** np.arange(-5, 0, .25):
    my_portfolio.add_mean_return(alpha=alpha, mean=mu)
    my_portfolio.design()
    risk_parity.append(my_portfolio.risk_concentration.evaluate())
    mean_return.append(my_portfolio.mean_return)
```

--------------------------------

### Apply Inequality Constraints

Source: https://mirca.github.io/riskparity.py/tutorials/comparison-with-pyrb.html

Defines inequality constraint matrices and applies them to the portfolio design.

```python
# inequality constraints matrix and vector
Dmat = np.array([[0,0,0,0,-1,-1,-1,-1],
                 [1,-1,0,0,1,-1,0,0]])
dvec = np.array([-0.3,-0.05])
```

```python
my_rpp.design(Dmat=Dmat, dvec=dvec)
```

--------------------------------

### Visualize Risk-Volatility Trade-off

Source: https://mirca.github.io/riskparity.py/tutorials/including-mean-return-and-variance.html

Plot the relationship between risk parity metrics and portfolio volatility.

```python
plt.plot(risk_parity, volatility, 'ko')
plt.plot(risk_parity, volatility, 'k-')
plt.ylabel("volatility")
plt.xlabel("risk parity")
```

--------------------------------

### Access Portfolio Results

Source: https://mirca.github.io/riskparity.py/tutorials/comparison-with-pyrb.html

Retrieves the calculated weights and risk contributions of the portfolio.

```python
my_rpp.weights
```

```python
my_rpp.risk_contributions
```

--------------------------------

### Access Portfolio Weights from Class Instance

Source: https://mirca.github.io/riskparity.py/tutorials/minimal-usage.html

Retrieve the computed portfolio weights from the `weights` attribute of the `RiskParityPortfolio` instance.

```python
my_portfolio.weights
```

--------------------------------

### Define target weights for riskparityportfolio

Source: https://mirca.github.io/riskparity.py/tutorials/comparison-with-pyrb.html

Creates a NumPy array representing the target weights (equal allocation) for the risk parity portfolio calculation.

```python
b = np.ones(len(cov)) / len(cov)
```

--------------------------------

### Define Budget Vector

Source: https://mirca.github.io/riskparity.py/tutorials/including-mean-return-and-variance.html

Defines the budget vector for the assets.

```python
b = np.array((0.1594, 0.0126, 0.8280))
```

```python
b
```

```python
array([0.1594, 0.0126, 0.828 ])
```

--------------------------------

### Import Libraries and Configure Plotting

Source: https://mirca.github.io/riskparity.py/tutorials/including-mean-return-and-variance.html

Imports necessary libraries for plotting and numerical operations, and configures matplotlib for high-resolution output.

```python
%matplotlib inline
```

```python
import matplotlib.pyplot as plt
%config InlineBackend.figure_format = "retina"
from matplotlib import rcParams
rcParams["savefig.dpi"] = 100
rcParams["figure.dpi"] = 100
rcParams["font.size"] = 14
```

--------------------------------

### Time riskparityportfolio design function

Source: https://mirca.github.io/riskparity.py/tutorials/comparison-with-pyrb.html

Measures the execution time of the rpp.vanilla.design() function using %timeit.

```python
%timeit rpp.vanilla.design(cov, b)
```

--------------------------------

### Time EqualRiskContribution solver

Source: https://mirca.github.io/riskparity.py/tutorials/comparison-with-pyrb.html

Measures the execution time of the ERC.solve() method using %timeit.

```python
%timeit ERC.solve()
```

--------------------------------

### Optimize Portfolio with Variance Penalty

Source: https://mirca.github.io/riskparity.py/tutorials/including-mean-return-and-variance.html

Iterate through lambda values to add variance to the objective function and design the portfolio for each step.

```python
risk_parity = []
volatility = []
for lmd in 10 ** np.arange(-5, 0, .25):
    my_portfolio.add_variance(lmd=lmd)
    my_portfolio.design()
    risk_parity.append(my_portfolio.risk_concentration.evaluate())
    volatility.append(my_portfolio.volatility)
```

--------------------------------

### Import NumPy Library

Source: https://mirca.github.io/riskparity.py/tutorials/minimal-usage.html

Import the NumPy library for numerical operations, especially for handling arrays and matrices.

```python
import numpy as np
```

--------------------------------

### Plot Risk Parity vs. Mean Return

Source: https://mirca.github.io/riskparity.py/tutorials/including-mean-return-and-variance.html

Plots the relationship between risk concentration and mean return for the optimized portfolios.

```python
plt.plot(risk_parity, mean_return, 'ko')
plt.plot(risk_parity, mean_return, 'k-')
plt.ylabel("mean return")
plt.xlabel("risk parity")
```

```python
Text(0.5, 0, 'risk parity')
```

--------------------------------

### Load and process covariance matrix

Source: https://mirca.github.io/riskparity.py/tutorials/comparison-with-pyrb.html

Loads a covariance matrix from a CSV file and calculates the annualized covariance. Ensure the data.csv file is accessible.

```python
covariance_matrix = pd.read_csv("https://raw.githubusercontent.com/jcrichard/pyrb/master/notebooks/data.csv",sep=";",index_col=0).pct_change().cov() * 260
```

--------------------------------

### Display Plot Label

Source: https://mirca.github.io/riskparity.py/tutorials/including-mean-return-and-variance.html

Output of the matplotlib xlabel command.

```python
Text(0.5, 0, 'risk parity')
```

--------------------------------

### Display Covariance Matrix

Source: https://mirca.github.io/riskparity.py/tutorials/minimal-usage.html

Display the defined covariance matrix to verify its contents.

```python
Sigma
```

--------------------------------

### Define Mean Return Vector

Source: https://mirca.github.io/riskparity.py/tutorials/including-mean-return-and-variance.html

Defines the mean return vector for the assets.

```python
mu = np.array([0.1837, 0.3465, 0.5210])
```

```python
mu
```

```python
array([0.1837, 0.3465, 0.521 ])
```

--------------------------------

### Display covariance matrix

Source: https://mirca.github.io/riskparity.py/tutorials/comparison-with-pyrb.html

Prints the calculated covariance matrix.

```python
covariance_matrix
```

--------------------------------

### Access Risk Contributions from Class Instance

Source: https://mirca.github.io/riskparity.py/tutorials/minimal-usage.html

Retrieve the calculated risk contributions from the `risk_contributions` attribute of the `RiskParityPortfolio` instance.

```python
my_portfolio.risk_contributions
```

--------------------------------

### Define Budgeting Vector

Source: https://mirca.github.io/riskparity.py/tutorials/minimal-usage.html

Define the budgeting vector (b) representing the desired relative risk contributions for each asset.

```python
b = np.array((0.1594, 0.0126, 0.8280))
```

--------------------------------

### Define Covariance Matrix

Source: https://mirca.github.io/riskparity.py/tutorials/minimal-usage.html

Define the covariance matrix (Sigma) for the assets in the portfolio using NumPy arrays.

```python
Sigma = np.vstack((np.array((1.0000, 0.0015, -0.0119)),
                   np.array((0.0015, 1.0000, -0.0308)),
                   np.array((-0.0119, -0.0308, 1.0000))))
```

--------------------------------

### Define Covariance Matrix

Source: https://mirca.github.io/riskparity.py/tutorials/comparison-with-pyrb.html

Calculates a covariance matrix from volatility and correlation inputs.

```python
vol = [0.05,0.05,0.07,0.1,0.15,0.15,0.15,0.18]
cor = np.array([[100,  80,  60, -20, -10, -20, -20, -20],
               [ 80, 100,  40, -20, -20, -10, -20, -20],
               [ 60,  40, 100,  50,  30,  20,  20,  30],
               [-20, -20,  50, 100,  60,  60,  50,  60],
               [-10, -20,  30,  60, 100,  90,  70,  70],
               [-20, -10,  20,  60,  90, 100,  60,  70],
               [-20, -20,  20,  50,  70,  60, 100,  70],
               [-20, -20,  30,  60,  70,  70,  70, 100]])/100
cov = np.outer(vol,vol)*cor
```

--------------------------------

### Define Covariance Matrix

Source: https://mirca.github.io/riskparity.py/tutorials/including-mean-return-and-variance.html

Defines the covariance matrix for three assets using numpy arrays.

```python
Sigma = np.vstack((np.array((1.0000, 0.0015, -0.0119)),
                   np.array((0.0015, 1.0000, -0.0308)),
                   np.array((-0.0119, -0.0308, 1.0000))))
```

```python
Sigma
```

```python
array([[ 1.    ,  0.0015, -0.0119],
       [ 0.0015,  1.    , -0.0308],
       [-0.0119, -0.0308,  1.    ]])
```

--------------------------------

### Convert covariance matrix to NumPy array

Source: https://mirca.github.io/riskparity.py/tutorials/comparison-with-pyrb.html

Converts the pandas DataFrame covariance matrix into a NumPy array for numerical operations.

```python
cov = np.asarray(covariance_matrix)
```

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