From 5de30c4a1291d221205cc996f38b85447307ae89 Mon Sep 17 00:00:00 2001 From: jeroen Date: Sat, 27 Apr 2024 14:12:57 +0200 Subject: [PATCH] Update the Examples --- ...Finance Toolkit - 0. README Examples.ipynb | 42 +- ...Finance Toolkit - 1. Getting Started.ipynb | 1 + ...ce Toolkit - 10. Fixed Income Module.ipynb | 1640 +++++++++++++++++ ...inance Toolkit - 2. Discovery Module.ipynb | 1 + .../Finance Toolkit - 3. Ratios Module.ipynb | 1 + .../Finance Toolkit - 4. Models Module.ipynb | 1 + .../Finance Toolkit - 5. Options Module.ipynb | 1 + ...nance Toolkit - 6. Technicals Module.ipynb | 1 + .../Finance Toolkit - 7. Risk Module.ipynb | 1 + ...ance Toolkit - 8. Performance Module.ipynb | 1 + ...inance Toolkit - 9. Economics Module.ipynb | 1 + 11 files changed, 1690 insertions(+), 1 deletion(-) create mode 100644 examples/Finance Toolkit - 10. Fixed Income Module.ipynb diff --git a/examples/Finance Toolkit - 0. README Examples.ipynb b/examples/Finance Toolkit - 0. README Examples.ipynb index 66d23be..47d3f4f 100644 --- a/examples/Finance Toolkit - 0. README Examples.ipynb +++ b/examples/Finance Toolkit - 0. README Examples.ipynb @@ -43,7 +43,47 @@ "
Obtain an API Key from FinancialModelingPrep here.
\n", "___\n", "\n", - "Through the link you are able to subscribe for the free plan and also premium plans at a **15% discount**. This is an affiliate link and thus supports the project at the same time. I have chosen FinancialModelingPrep as a source as I find it to be the most transparent, reliable and at an affordable price. When you notice that data is inaccurate or have any other issue related to the data, note that I simply provide the means to access this data and I am not responsible for the accuracy of the data itself. For this, use [their contact form](https://site.financialmodelingprep.com/contact) or provide the data yourself. " + "Through the link you are able to subscribe for the free plan and also premium plans at a **15% discount**. This is an affiliate link and thus supports the project at the same time. I have chosen FinancialModelingPrep as a source as I find it to be the most transparent, reliable and at an affordable price. When you notice that data is inaccurate or have any other issue related to the data, note that I simply provide the means to access this data and I am not responsible for the accuracy of the data itself. For this, use [their contact form](https://site.financialmodelingprep.com/contact) or provide the data yourself. \n", + "\n", + "\n", + "\n", + "
\n", + " Toolkit\n", + " Discovery\n", + " Ratios\n", + " Models\n", + " Options\n", + " Technicals\n", + " Fixed income\n", + " Risk\n", + " Performance\n", + " Economics\n", + "
" ] }, { diff --git a/examples/Finance Toolkit - 1. Getting Started.ipynb b/examples/Finance Toolkit - 1. Getting Started.ipynb index 3b6c38a..2ee434e 100644 --- a/examples/Finance Toolkit - 1. Getting Started.ipynb +++ b/examples/Finance Toolkit - 1. Getting Started.ipynb @@ -74,6 +74,7 @@ " Models\n", " Options\n", " Technicals\n", + " Fixed income\n", " Risk\n", " Performance\n", " Economics\n", diff --git a/examples/Finance Toolkit - 10. Fixed Income Module.ipynb b/examples/Finance Toolkit - 10. Fixed Income Module.ipynb new file mode 100644 index 0000000..fd9a124 --- /dev/null +++ b/examples/Finance Toolkit - 10. Fixed Income Module.ipynb @@ -0,0 +1,1640 @@ +{ + "cells": [ + { + "attachments": {}, + "cell_type": "markdown", + "id": "55822295", + "metadata": {}, + "source": [ + "![Finance Toolkit](https://github.com/JerBouma/FinanceToolkit/assets/46355364/198d47bd-e1b3-492d-acc4-5d9f02d1d009)\n", + "\n", + "**The FinanceToolkit** is an open-source toolkit in which all relevant financial ratios (100+), indicators and performance measurements are written down in the most simplistic way allowing for complete transparency of the calculation method. This allows you to not have to rely on metrics from other providers and, given a financial statement, allow for efficient manual calculations. This leads to one uniform method of calculation being applied that is available and understood by everyone." + ] + }, + { + "cell_type": "markdown", + "id": "2937a8f2", + "metadata": {}, + "source": [ + "# Installation\n", + "To install the FinanceToolkit it simply requires the following:\n", + "\n", + "```\n", + "pip install financetoolkit -U\n", + "```\n", + "\n", + "From within Python use:\n", + "\n", + "```python\n", + "from financetoolkit import Toolkit\n", + "```\n", + " \n", + "To be able to get started, you need to obtain an API Key from FinancialModelingPrep. This is used to gain access to 30+ years of financial statement both annually and quarterly. Note that the Free plan is limited to 250 requests each day, 5 years of data and only features companies listed on US exchanges.\n", + "\n", + "___ \n", + "\n", + "
Obtain an API Key from FinancialModelingPrep here.
\n", + "___\n", + "\n", + "Through the link you are able to subscribe for the free plan and also premium plans at a **15% discount**. This is an affiliate link and thus supports the project at the same time. I have chosen FinancialModelingPrep as a source as I find it to be the most transparent, reliable and at an affordable price. When you notice that data is inaccurate or have any other issue related to the data, note that I simply provide the means to access this data and I am not responsible for the accuracy of the data itself. For this, use their contact form or provide the data yourself. \n", + "\n", + "The current Notebook is revolved around the Fixed Income class. If you are interested in the other modules, you can find the related Notebooks below. **Please view the documentation here to find all the available indicators.**\n", + "\n", + "\n", + "\n", + "
\n", + " Toolkit\n", + " Discovery\n", + " Ratios\n", + " Models\n", + " Options\n", + " Technicals\n", + " Fixed income\n", + " Risk\n", + " Performance\n", + " Economics\n", + "
" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "11269a00", + "metadata": {}, + "outputs": [], + "source": [ + "from financetoolkit import FixedIncome" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "id": "a3f7fc24", + "metadata": {}, + "source": [ + "The Fixed Income module contains a wide variety of fixed income related calculations such as the Effective Yield and the Macaulay Duration. You can use the Fixed income class by importing it directly or after initialization of `Toolkit` by calling the `fixedincome` class. In this example, the class is imported directly." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "be5c369f", + "metadata": {}, + "outputs": [], + "source": [ + "fixedincome = FixedIncome(start_date=\"2012-01-01\")" + ] + }, + { + "cell_type": "markdown", + "id": "e925d767", + "metadata": {}, + "source": [ + "For example, it is possible to show a variety of statistics for bonds based on user-input. Below, statistics are shown for a semi-annual coupon paying bond with a par (face) value of 1000, a coupon rate of 5%, a yield to maturity of 8% and a maturity of 5 years. This shows that the present value of the bond is 878.33, trading at a discount." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "0306da9e-d0f9-413c-aa64-c019848db89c", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Par Value: 1,000, Coupon Rate: 5.0%, Years to Maturity: 5, Yield to Maturity: 8.0%, Frequency: 2\n" + ] + }, + { + "data": { + "text/plain": [ + "Par Value 1000.0000\n", + "Coupon Rate 0.0500\n", + "Years to Maturity 5.0000\n", + "Yield to Maturity 0.0800\n", + "Frequency 2.0000\n", + "Present Value 878.3366\n", + "Current Yield 0.0569\n", + "Effective Yield 0.0506\n", + "Macaulay's Duration 4.4994\n", + "Modified Duration 4.3264\n", + "Effective Duration 4.1659\n", + "Dollar Duration 38.0001\n", + "DV01 0.0023\n", + "Convexity 21.6990\n", + "dtype: float64" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fixedincome.collect_bond_statistics(\n", + " par_value=1000,\n", + " coupon_rate=0.05,\n", + " years_to_maturity=5,\n", + " yield_to_maturity=0.08,\n", + " frequency=2,\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "542b5faf-efa7-48f0-8c00-a89ddb720f87", + "metadata": {}, + "source": [ + "Next to that it is possible to see a variety of statistics such as the Macaulay Duration, Modified Duration, Convexity, Effective Yield, Yield to Maturity and more in which by default it automatically shows the results based on a specified range, e.g. for the Duration calculations it shows the results for a varying list of coupon rates and years to maturity by default." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "aba7ce26-d35f-4bc3-8a69-52eda991d653", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Par Value: 100, Yield to Maturity: 8.0%, Frequency: 1, Type: Modified Duration\n" + ] + }, + { + "data": { + "text/html": [ + "
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Coupon Rate
0.0050.931.852.763.674.575.476.357.228.098.94
0.0100.931.842.753.644.525.386.237.067.878.66
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0.0200.931.832.723.584.425.236.026.777.508.19
0.0250.931.832.703.554.375.165.926.657.348.00
0.0300.931.822.693.534.335.105.846.537.207.82
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0.0400.931.812.673.484.254.985.686.336.947.52
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0.0500.931.812.643.434.184.885.546.156.737.26
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0.0600.931.802.623.394.114.785.416.006.557.05
0.0650.931.792.613.374.084.745.365.936.466.96
0.0700.931.792.603.354.054.705.305.876.396.87
0.0750.931.792.593.334.024.665.255.806.316.79
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0.0850.931.782.573.293.974.595.165.696.186.64
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0.0950.931.772.553.263.924.525.085.596.076.51
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0.1050.931.772.533.233.874.465.005.505.966.39
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0.1150.931.762.513.203.834.404.935.425.876.29
0.1200.931.762.503.193.814.374.905.385.836.24
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0.1350.931.752.483.143.754.304.815.285.716.12
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" + ], + "text/plain": [ + " 2025-04-27 2026-04-27 2027-04-27 2028-04-26 2029-04-26 \\\n", + "Coupon Rate \n", + "0.005 0.93 1.85 2.76 3.67 4.57 \n", + "0.010 0.93 1.84 2.75 3.64 4.52 \n", + "0.015 0.93 1.84 2.73 3.61 4.47 \n", + "0.020 0.93 1.83 2.72 3.58 4.42 \n", + "0.025 0.93 1.83 2.70 3.55 4.37 \n", + "0.030 0.93 1.82 2.69 3.53 4.33 \n", + "0.035 0.93 1.82 2.68 3.50 4.29 \n", + "0.040 0.93 1.81 2.67 3.48 4.25 \n", + "0.045 0.93 1.81 2.65 3.45 4.21 \n", + "0.050 0.93 1.81 2.64 3.43 4.18 \n", + "0.055 0.93 1.80 2.63 3.41 4.14 \n", + "0.060 0.93 1.80 2.62 3.39 4.11 \n", + "0.065 0.93 1.79 2.61 3.37 4.08 \n", + "0.070 0.93 1.79 2.60 3.35 4.05 \n", + "0.075 0.93 1.79 2.59 3.33 4.02 \n", + "0.080 0.93 1.78 2.58 3.31 3.99 \n", + "0.085 0.93 1.78 2.57 3.29 3.97 \n", + "0.090 0.93 1.78 2.56 3.28 3.94 \n", + "0.095 0.93 1.77 2.55 3.26 3.92 \n", + "0.100 0.93 1.77 2.54 3.24 3.89 \n", + "0.105 0.93 1.77 2.53 3.23 3.87 \n", + "0.110 0.93 1.76 2.52 3.21 3.85 \n", + "0.115 0.93 1.76 2.51 3.20 3.83 \n", + "0.120 0.93 1.76 2.50 3.19 3.81 \n", + "0.125 0.93 1.75 2.50 3.17 3.79 \n", + "0.130 0.93 1.75 2.49 3.16 3.77 \n", + "0.135 0.93 1.75 2.48 3.14 3.75 \n", + "0.140 0.93 1.74 2.47 3.13 3.73 \n", + "0.145 0.93 1.74 2.47 3.12 3.71 \n", + "0.150 0.93 1.74 2.46 3.11 3.70 \n", + "\n", + " 2030-04-26 2031-04-26 2032-04-25 2033-04-25 2034-04-25 \n", + "Coupon Rate \n", + "0.005 5.47 6.35 7.22 8.09 8.94 \n", + "0.010 5.38 6.23 7.06 7.87 8.66 \n", + "0.015 5.31 6.12 6.91 7.67 8.41 \n", + "0.020 5.23 6.02 6.77 7.50 8.19 \n", + "0.025 5.16 5.92 6.65 7.34 8.00 \n", + "0.030 5.10 5.84 6.53 7.20 7.82 \n", + "0.035 5.04 5.75 6.43 7.06 7.66 \n", + "0.040 4.98 5.68 6.33 6.94 7.52 \n", + "0.045 4.93 5.60 6.24 6.83 7.39 \n", + "0.050 4.88 5.54 6.15 6.73 7.26 \n", + "0.055 4.83 5.47 6.07 6.63 7.15 \n", + "0.060 4.78 5.41 6.00 6.55 7.05 \n", + "0.065 4.74 5.36 5.93 6.46 6.96 \n", + "0.070 4.70 5.30 5.87 6.39 6.87 \n", + "0.075 4.66 5.25 5.80 6.31 6.79 \n", + "0.080 4.62 5.21 5.75 6.25 6.71 \n", + "0.085 4.59 5.16 5.69 6.18 6.64 \n", + "0.090 4.55 5.12 5.64 6.12 6.57 \n", + "0.095 4.52 5.08 5.59 6.07 6.51 \n", + "0.100 4.49 5.04 5.55 6.01 6.45 \n", + "0.105 4.46 5.00 5.50 5.96 6.39 \n", + "0.110 4.43 4.97 5.46 5.92 6.34 \n", + "0.115 4.40 4.93 5.42 5.87 6.29 \n", + "0.120 4.37 4.90 5.38 5.83 6.24 \n", + "0.125 4.35 4.87 5.35 5.79 6.20 \n", + "0.130 4.32 4.84 5.31 5.75 6.16 \n", + "0.135 4.30 4.81 5.28 5.71 6.12 \n", + "0.140 4.28 4.78 5.25 5.68 6.08 \n", + "0.145 4.26 4.75 5.22 5.64 6.04 \n", + "0.150 4.23 4.73 5.19 5.61 6.01 " + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fixedincome.get_duration()" + ] + }, + { + "cell_type": "markdown", + "id": "61379421", + "metadata": {}, + "source": [ + "It is also possible to valuate derivative contracts with the Black and Bachelier models. For example, you can use both models to valuate a Swaption contract which is a contract that gives the holder the right but not the obligation to enter into an interest rate swap" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "6df518d0", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Forward Rate: 3.25%, Volatility: 20.0%, Risk Free Rate: 2.0%, Holder: Receiver, Notional: 10,000,000, Model: Bachelier Model\n" + ] + }, + { + "data": { + "text/html": [ + "
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2025-04-272026-04-272027-04-272028-04-262029-04-262030-04-262031-04-262032-04-252033-04-252034-04-25
Strike Rate
0.0075665662.65968268.251187163.821360567.191503759.331624797.711728596.891818442.331896674.131965038.52
0.0125687972.69990765.051209488.651382609.891525472.591646158.471749593.711839070.021916931.241984925.91
0.0175710769.071013599.791232084.171404882.471547387.431667699.651770754.271859847.861937327.122004942.35
0.0225734052.861036772.831254950.571427385.061569503.961689421.301792078.621880775.881957861.792025087.87
0.0275757824.811060284.441278088.001450117.741591822.221711323.481813566.791901854.121978535.282045362.48
0.0325782085.391084134.791301496.551473080.561614342.261733406.211835218.821923082.601999347.622065766.19
0.0375806834.741108323.911325176.231496273.551637064.091755669.501857034.701944461.312020298.792086299.01
0.0425832072.721132851.771349127.031519696.691659987.701778113.351879014.441965990.262041388.812106960.94
0.0475857798.871157718.201373348.851543349.931683113.051800737.721901158.001987669.432062617.652127751.97
0.0525884012.431182922.941397841.561567233.161706440.071823542.561923465.362009498.782083985.282148672.06
0.0575910712.321208465.611422604.961591346.281729968.691846527.821945936.452031478.282105491.692169721.20
0.0625937897.191234345.751447638.791615689.111753698.781869693.401968571.222053607.872127136.812190899.35
0.0675965565.371260562.771472942.751640261.461777630.211893039.211991369.592075887.492148920.612212206.47
0.0725993714.901287115.991498516.471665063.101801762.811916565.112014331.452098317.062170843.012233642.50
0.07751022343.531314004.621524359.531690093.761826096.401940270.982037456.712120896.502192903.952255207.38
0.08251051448.721341227.781550471.451715353.131850630.761964156.652060745.232143625.702215103.332276901.04
0.08751081027.661368784.461576851.701740840.871875365.651988221.942084196.882166504.562237441.092298723.41
0.09251111077.241396673.591603499.691766556.621900300.812012466.662107811.502189532.942259917.102320674.40
0.09751141594.091424893.961630414.791792499.951925435.962036890.602131588.932212710.732282531.262342753.92
0.10251172574.571453444.281657596.301818670.441950770.772061493.512155528.992236037.772305283.452364961.87
0.10751204014.801482323.181685043.471845067.591976304.922086275.152179631.482259513.902328173.542387298.14
0.11251235910.621511529.151712755.501871690.902002038.042111235.252203896.182283138.952351201.402409762.62
0.11751268257.651541060.621740731.541898539.812027969.752136373.512228322.892306912.752374366.872432355.18
0.12251301051.251570915.921768970.671925613.762054099.642161689.652252911.352330835.112397669.792455075.69
0.12751334286.561601093.281797471.951952912.112080427.282187183.322277661.312354905.812421110.012477924.00
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1-Month3-Month6-Month12-Month
2012-010.00840.01220.01500.0184
2012-020.00630.01050.01350.0168
2012-030.00470.00860.01160.0150
2012-040.00410.00740.01040.0137
2012-050.00390.00680.00970.0127
...............
2023-110.03840.03970.04060.0402
2023-120.03860.03930.03920.0367
2024-010.03870.03930.03890.0361
2024-020.03870.03920.03900.0367
2024-030.03850.03920.03890.0372
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147 rows × 4 columns

\n", + "
" + ], + "text/plain": [ + " 1-Month 3-Month 6-Month 12-Month\n", + "2012-01 0.0084 0.0122 0.0150 0.0184\n", + "2012-02 0.0063 0.0105 0.0135 0.0168\n", + "2012-03 0.0047 0.0086 0.0116 0.0150\n", + "2012-04 0.0041 0.0074 0.0104 0.0137\n", + "2012-05 0.0039 0.0068 0.0097 0.0127\n", + "... ... ... ... ...\n", + "2023-11 0.0384 0.0397 0.0406 0.0402\n", + "2023-12 0.0386 0.0393 0.0392 0.0367\n", + "2024-01 0.0387 0.0393 0.0389 0.0361\n", + "2024-02 0.0387 0.0392 0.0390 0.0367\n", + "2024-03 0.0385 0.0392 0.0389 0.0372\n", + "\n", + "[147 rows x 4 columns]" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fixedincome.get_euribor_rates()" + ] + }, + { + "cell_type": "markdown", + "id": "59d7aa3d", + "metadata": {}, + "source": [ + "To get more information related to Government Bonds and Corporate Bonds, there are a variety of functions that are able to provide this information. For example, let's plot a couple of Government Bond Yields." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "94f81743", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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Date
2012-01-0287.0166.0233.5313.0504.0716.51325.0
2012-01-0387.0165.0232.0311.0498.0706.01311.0
2012-01-0487.0165.0231.0310.0494.0698.01306.0
2012-01-0588.0165.0231.0309.0493.0698.01310.0
2012-01-0688.0165.0230.0308.0494.0697.01308.0
........................
2024-04-1938.051.080.0117.0205.0331.0916.0
2024-04-2237.050.079.0116.0197.0322.0911.0
2024-04-2336.049.077.0114.0190.0310.0898.0
2024-04-2436.049.077.0114.0190.0309.0893.0
2024-04-2537.049.077.0114.0193.0316.0901.0
\n", + "

3255 rows × 7 columns

\n", + "
" + ], + "text/plain": [ + " AAA AA A BBB BB B CCC\n", + "Date \n", + "2012-01-02 87.0 166.0 233.5 313.0 504.0 716.5 1325.0\n", + "2012-01-03 87.0 165.0 232.0 311.0 498.0 706.0 1311.0\n", + "2012-01-04 87.0 165.0 231.0 310.0 494.0 698.0 1306.0\n", + "2012-01-05 88.0 165.0 231.0 309.0 493.0 698.0 1310.0\n", + "2012-01-06 88.0 165.0 230.0 308.0 494.0 697.0 1308.0\n", + "... ... ... ... ... ... ... ...\n", + "2024-04-19 38.0 51.0 80.0 117.0 205.0 331.0 916.0\n", + "2024-04-22 37.0 50.0 79.0 116.0 197.0 322.0 911.0\n", + "2024-04-23 36.0 49.0 77.0 114.0 190.0 310.0 898.0\n", + "2024-04-24 36.0 49.0 77.0 114.0 190.0 309.0 893.0\n", + "2024-04-25 37.0 49.0 77.0 114.0 193.0 316.0 901.0\n", + "\n", + "[3255 rows x 7 columns]" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fixedincome.get_ice_bofa_option_adjusted_spread(maturity=False)" + ] + }, + { + "cell_type": "markdown", + "id": "38ba8dd5", + "metadata": {}, + "source": [ + "Or the Yield to Worst (YTW) which is the lowest potential yield that can be received on a bond without the issuer actually defaulting. This is a useful measure for investors who are concerned about the potential for a bond to be called before it matures." + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "e8b19be2", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fixedincome.get_ice_bofa_yield_to_worst(maturity=True).plot(\n", + " title=\"ICE BofA Yield to Worst\",\n", + " figsize=(12, 6),\n", + " grid=True,\n", + " linewidth=1,\n", + ")" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.9" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/examples/Finance Toolkit - 2. Discovery Module.ipynb b/examples/Finance Toolkit - 2. Discovery Module.ipynb index 790f992..bfe3317 100644 --- a/examples/Finance Toolkit - 2. Discovery Module.ipynb +++ b/examples/Finance Toolkit - 2. Discovery Module.ipynb @@ -74,6 +74,7 @@ " Models\n", " Options\n", " Technicals\n", + " Fixed income\n", " Risk\n", " Performance\n", " Economics\n", diff --git a/examples/Finance Toolkit - 3. Ratios Module.ipynb b/examples/Finance Toolkit - 3. Ratios Module.ipynb index 35bac93..edacf54 100644 --- a/examples/Finance Toolkit - 3. Ratios Module.ipynb +++ b/examples/Finance Toolkit - 3. Ratios Module.ipynb @@ -74,6 +74,7 @@ " Models\n", " Options\n", " Technicals\n", + " Fixed income\n", " Risk\n", " Performance\n", " Economics\n", diff --git a/examples/Finance Toolkit - 4. Models Module.ipynb b/examples/Finance Toolkit - 4. Models Module.ipynb index 26f5f34..0e11709 100644 --- a/examples/Finance Toolkit - 4. Models Module.ipynb +++ b/examples/Finance Toolkit - 4. Models Module.ipynb @@ -74,6 +74,7 @@ " Models\n", " Options\n", " Technicals\n", + " Fixed income\n", " Risk\n", " Performance\n", " Economics\n", diff --git a/examples/Finance Toolkit - 5. Options Module.ipynb b/examples/Finance Toolkit - 5. Options Module.ipynb index 98cc90f..8b1fffa 100644 --- a/examples/Finance Toolkit - 5. Options Module.ipynb +++ b/examples/Finance Toolkit - 5. Options Module.ipynb @@ -74,6 +74,7 @@ " Models\n", " Options\n", " Technicals\n", + " Fixed income\n", " Risk\n", " Performance\n", " Economics\n", diff --git a/examples/Finance Toolkit - 6. Technicals Module.ipynb b/examples/Finance Toolkit - 6. Technicals Module.ipynb index c85372e..77b5054 100644 --- a/examples/Finance Toolkit - 6. Technicals Module.ipynb +++ b/examples/Finance Toolkit - 6. Technicals Module.ipynb @@ -74,6 +74,7 @@ " Models\n", " Options\n", " Technicals\n", + " Fixed income\n", " Risk\n", " Performance\n", " Economics\n", diff --git a/examples/Finance Toolkit - 7. Risk Module.ipynb b/examples/Finance Toolkit - 7. Risk Module.ipynb index c4faa72..385cb2b 100644 --- a/examples/Finance Toolkit - 7. Risk Module.ipynb +++ b/examples/Finance Toolkit - 7. Risk Module.ipynb @@ -74,6 +74,7 @@ " Models\n", " Options\n", " Technicals\n", + " Fixed income\n", " Risk\n", " Performance\n", " Economics\n", diff --git a/examples/Finance Toolkit - 8. Performance Module.ipynb b/examples/Finance Toolkit - 8. Performance Module.ipynb index a93f881..b5c47fc 100644 --- a/examples/Finance Toolkit - 8. Performance Module.ipynb +++ b/examples/Finance Toolkit - 8. Performance Module.ipynb @@ -74,6 +74,7 @@ " Models\n", " Options\n", " Technicals\n", + " Fixed income\n", " Risk\n", " Performance\n", " Economics\n", diff --git a/examples/Finance Toolkit - 9. Economics Module.ipynb b/examples/Finance Toolkit - 9. Economics Module.ipynb index 33b1e3d..c27943c 100644 --- a/examples/Finance Toolkit - 9. Economics Module.ipynb +++ b/examples/Finance Toolkit - 9. Economics Module.ipynb @@ -74,6 +74,7 @@ " Models\n", " Options\n", " Technicals\n", + " Fixed income\n", " Risk\n", " Performance\n", " Economics\n",