{ "cells": [ { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "# Repurchase Agreements" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Basic Idea\n", "\n", "Repurchase Agreements (repos) can be viewed as a collateralized loan. Generally, the borrower (in repo terms called *seller*) agrees to sell an asset to the lender (in repo terms called *buyer*) for a specific amount of cash. The seller also agrees to buy the sold asset back at expiry of the contract for a larger amount of cash. The price for which the asset is sold is called the *purchase price*, while the price at which the asset is bought back is called *repurchase price*. Effectively, the seller borrowed collateralized cash from the buyer. The interest rate (repo rate) paid for the borrowed cash is implicit in the repurchase price and is quoted as a percentage per annum rate. \n", "\n", "From the perspective of the buyer, the transaction described above is called a *reverse repo*. \n", "\n", "The following image ([1]) illustrates the basic life cycle of a (reverse) repo transaction." ] }, { "cell_type": "code", "execution_count": 16, "metadata": { "tags": [ "nbsphinx-thumbnail" ] }, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import matplotlib.pyplot as plt\n", "import matplotlib.image as mpimg\n", "import os\n", "img = mpimg.imread(os.getcwd()+'/docs/source/figs/repo_schema.png')\n", "plt.figure(figsize=(10,12))\n", "imgplot = plt.imshow(img)\n", "plt.axis('off')\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## The Repo Market\n", "\n", "### Economic Functions\n", "The repo market plays a key role in facilitating the flow of cash and securities in the financial system. Additionally, repos and reverse repos are often carried out by central banks in order to temporarily provide liquidity to (or remove liquidity from) the financial system to support implementation of monetary policy and to promote financial stability.\n", "\n", "A few economic functions of the repo market are ([1,2]):\n", "\n", "1. **Providing a low-risk option for cash investment & an efficient source of short term funding:**\\\n", "Due to the capacity of high-quality liquid assets (HQLAs) collateralised (reverse) repos to lower credit and liquidity risk, repos are used by different market participants such as money market funds, banks or other financial institutions as secure and liquid investment. Institutional inverstors also use repo contracts to meet temporary liquidity requirements without having to liquidate strategic long-term investments.\n", "\n", "2. **Facilitating central bank operations:**\\\n", "As shortly mentioned at the begining of this section, repos are a widely-used instrument for central bank open market operations. Due to the collateralization, the central banks credit risk is reduced. The repo market enables central banks to implement monetary policies more efficiently under normal market conditions. \n", "\n", "3. **Financing leverage investors and covering short positions:**\\\n", "Institutional investors, like hedge funds, borrow cash via the repo market to fund leveraged investment strategies and also borrow securities which allow them to cover short positions. These funds play an important role in feeding market liquidity and price efficiency of underlying cash markets through trading and exploitation of pricing discrepancies (arbitrage). \n", "\n", "### The Size of the European Repo Market\n", "The International Capital Market Accociation (ICMA) conducted an European repo market surveys in June of 2022 [3]. In this survey the ICMA asked financial institutions operating in Europe for the value of the cash side of (reverse) repos that were still outstanding at close of business on June 8th 2022. According to the ICMA survey, the total value of the repo contracts outstanding on the books of the 56 participated institutions was at 9,680 Billion EUR. The ICMA conducted prior a similar survey with 59 participants one year earlier, where the total value of outstanding repo transactions was at 8,726 Billion EUR [4]. \n", "\n", "### Typical Terms for Repos\n", "The market survey in [3] also compared the different maturities for repos between the financial institutions participated in the survey (main survey), automatic repo trading systems (ATS), and tri-party agents (more on that later).\n", "\n", "![Repo maturities](../../figs/repo_maturities.png)\n", "\n", "## Different Types of Collateral\n", "The quality of the underlying collateral of a repo is a key parameter for determination of the repo rate in a repo contract. Hence, repos collateralised by HQLAs will have a lower repo rate than repos collateralised by non HQLAs. The most commonly used type of collateral are government bonds, but equities and coporate bonds are also used very frequently. \n", "Generally, assets provided as collateral in a repo contract can be classified as general collateral (GC) or special/specific collateral (SC). Both of these classes represent the two drivers for repo transactions: *cash-driven* and *security-driven* repo transactions [1,6].\n", "\n", "### General Collateral\n", "General collateral is a set or basekt of securities which trade in the repo market at the same or a very similar repo rate (GC repo rate). This means that GC securities can be substituted for one another. Hence, the buyer in a GC repo is indifferent to which security is given as collateral. Due to the fact that securities can be substituted for one another, the driver of the GC repo rate is not the supply and demand of particular issues of securities, but of cash. Furthermore, a buyer in a repo may grant the seller permission to substitute some or all collateral during the term of the transaction [5]. General collateral repos are *cash-driven* repos as the underlying collateral plays a subordinate role. Cash-driven repos are primarily used for funding [1,6]. \n", "\n", "### Special Collateral\n", "While in GC repos the specific asset demanded as collateral is not important, as long as it comes from a specific GC basket, the specification of a certain asset privoded as collateral in SC repos is very much so. A special is an issue of securities that is subject to exceptional demand in the repo and cash markets compared to similar issues. A security is said to be *on special* (a special collateral) if the repo rate for that collateral is distinctly lower than the GC repo rate. The demand for some specials can become so large, that the special repo rate becomes negative [1,7]. The repo spread, which is the difference between the GC repo rate and the SC repo rate, can be seen as an implicit borrowing fee for the security on special. Thus, the lower repo rate for specials can be understood as the GC repo rate paid for the cash reduced by the borrowing fee for the security in high demand. Since the main intention of special repos is the 'borrowing' of sought after securities, these repos are security-driven repos. One of the most common reasons for an security to go special is when that security becomes the *cheapest-to-deliver* in the futures market. \n", "\n", "## Risks\n", "Generally, there are two sources of risk in repos, collateral and counterparty risk. The primary driver for counterparty risk is the credit risk, meaning the counterpartys inability to repay a loan or meet a contractual obligation. Counterparties with a higher credit risk also pay higher repo rates as compensation for the risk. The collateral risk consists of the liquidity risk, the volatility of the collateral's market price and the collateral's credit risk, which influence the quality of the collateral. The liqudity risk plays an important role in the event of the sellers default, since collateral taken from a risky counterparty is more likely to be liquidated to mitigate the buyers (cash lenders) losses, than collateral take from a non risky counterparty [1]. Additionally, repos with a longer time to maturity also have a higher repo rate. Further descriptions of best practices in cases of counterparty default will be provided in the next section. If the credit risk of the assets provided as collateral has a certain correlation to the credit risk of the party providing this asset, the collateral also has a *wrong-way risk*. In order to account for the collateral risk in repo transactions, so called *haircuts* or *initial margins* are included. The inital margin/ haircut is a risk adjustment of the current market price of the collateral [1,8-10]. In other words, haircuts/ initial marigns are an adjustment to the quoted market value of a collateral in order to account for the unexpected loss that the buyer may face due to the difficulty of selling the security in response to a seller's default. Thus, using a haircut $h$ or an initial margin $IM$, the purchase and repurchase price for a repo with repo rate $r$ and maturity in years $T$ can be calculated as follows: \n", "\n", "**Using a haircut**\n", "\n", "\\begin{align*}\n", "P_\\text{purchase} &= P_\\text{market}\\cdot(1-\\frac{h}{100})\\\\\n", "P_\\text{repurchase} &= P_\\text{purchase}\\cdot\\left(1+r\\cdot T\\right)\\\\\n", "h &= \\left(\\frac{P_\\text{market}-P_\\text{purchase}}{P_\\text{market}}\\right)\\cdot 100\n", "\\end{align*}\n", "\n", "Thus, the haircut is expressed as the percentage difference between the market value of the collateral and the pruchase price of the repo.\n", "\n", "**Using an initial margin**\n", "\n", "\\begin{align*}\n", "P_\\text{purchase} &= \\frac{P_\\text{market}\\cdot100}{IM}\\\\\n", "P_\\text{repurchase} &= P_\\text{purchase}\\cdot\\left(1+r\\cdot T\\right)\\\\\n", "IM &= \\frac{P_\\text{market}}{P_\\text{purchase}}\\cdot 100\n", "\\end{align*}\n", "\n", "The initial margin is expressed as a relative to 100%. Thereby, an initial margin of 100% means no margin is applied.\n", "An initial margin of 102% is not equivalent to a haircut of 2%. The relationship between the haircut and the initial margin can be computed using the fact that both need to result in the same purchase price:\n", "\n", "\\begin{align*}\n", "P_\\text{market}\\cdot(1-\\frac{h}{100}) &= \\frac{P_\\text{market}\\cdot100}{IM}\\\\\n", "1-\\frac{h}{100} &=\\frac{100}{IM}\\\\\n", "\\frac{100}{1-\\frac{h}{100}} &=IM\n", "\\end{align*}\n", "\n", "Thus, a haircut of 2% is equivalent to an initial margin of 102.041% [5,8,10-12]. The ICMA recommends that once the initial margin or haircut is agreed upon, the initial margin or haircut should be fixed for the full term of the repo [5]. \n", "\n", "It is quiet natural, that the market value of the collateral increases or decreases during the term of the repo. In cases where the market value decreases significantlly (more than the haircut accounts for) the buyer of the repo is exposed to the defaulty of the seller, since the buyer may not be able to recover the money 'lend' by selling the collateral. Hence, the lender will call for variation margin to rebalance cash and collateral. \n", "\n", "*Example*\\\n", "Assuming a repo the collateral being bonds with dirty price $P_D=100$ and nominal value of $N=10,000,000$, a repo rate of $3\\%$, a haircut of $2\\%$ and a term of 1 year.\n", "The purchase price is $P_\\text{purchase}=9,800,000$ and the repurchase price is $P_\\text{repurchase}=10,094,000$.\\\n", "During the term of the repo (after 30 days) the dirty price decreases to $P_{D,\\text{30d}}=90$. At this point in time interest has accrued on the purchase price for 30 days, thus the current market value of the collateral needs to be $P_\\text{market}=10,024,658$, which was also adjusted for the haircut (divided by $(1-\\frac{h}{100})$). The nominal value can be calculated using $N=P_\\text{market}\\cdot\\frac{100}{P_D}$, this way the new nominal value for this repo is $N=11,138,508$, which exceeds the amount the buyer is already holding by $1,138,508$. Thus the seller needs to provide additional collateral to the buyer with a face value of exceeded amount. \n", "\n", "The example above demonstrated a possible scenario, where the buyer of a repo is exposed to the default of the seller of a repo, once the market value of a collateral significantly decreases. In such cases the buyer will call for variational margin such that the exposure is the buyer is minimised. Additionally, both parties agree on a minimum exposure below which they will not call a margin for each other. The parties exposure is conducted daily [5,10,11]. \n", "\n", "## Collateral - Coupons and Dividends\n", "During the life of a repo, the buyer holds legal title to the collateral. This means that all payments produced by the security are paid by the issuer directly to the buyer. However, the seller of the collateral retains the risk on the collateral, as the seller has committed to buy the collateral back in the future for its original value plus repo interest. A key principle in the operation of repos is that only the seller should be exposed to the risks of the collateral. Hence, the seller will expect to receive the corresponding return. So, the buyer agrees to immediately pay compensatory amounts to the seller equivalent to any income payment received on the collateral (*manufactured payments*) [1,8,14].\n", "\n", "## Collateral - Voting Rights\n", "Since the buyer holds legal title to the collateral, he/she is entitled to any benefits of ownership such as voting rights. The buyer can use this voting right to vote in accordance with the seller but the buyer is not obligated to do so. However, under the Equities Annex to the ICMA's Global Master Repurchase Agreement (GMRA), the right to take decisions on corporate actions in the case of equity being used as collateral is the seller's, provided that the seller gives the buyer requisite notice of the decision [1,14]. \n", "\n", "## Different Types of Repos\n", "### Tri-party Repos\n", "Tri-party repos are repos for which collateral selection, payments and deliveries, custody of collateral securities, collateral management and other operations during the life of the transaction are outsourced by the parties to a third-party agent. Such a tr-party agent can be a custodian bank, an international central securities depository or a national central securities depository. In Europe, the principle tri-party agents are Clearstream Bank Luxembourg, Euroclear Bank and JP Morgan. Once a transaction has been agreed directly between the parties (usually by phone or electronic messaging) both parties independently notify the tri-party agent. The agent will automatically select, from the securities account of the seller, sufficient collateral. The tri-party agent manages the regular revaluation of the collateral, variation margining, income payments on the collateral and the substitution of collateral [1,10,15]. \n", "\n", "### Open Repos\n", "In an open repo (also called on demand or open-ended repo) the transactions is agreed without a ficed maturity date. Thus, the repo can be terminated on any business day by either party, provided they give notice within an agreed period of time. It is common for the repo rate on an open repo rate to be changed up or down (*re-rated*) only at request of one of the parties and only with agreement of the other. Alternatively, the repo rate can be linked to a one-day interest rate index, which means that the repo rate would change automatically. These both approaches can be combined by quoting the repo rate as a floating interest rate plus/minus a spread, which either party can request to change [1,10,16]. Practitioners often use basis points (BP) to refer to interest rates or spreads. The relation of BP and percentage is the following: $1BP=0.01\\%$.\n", "Repo interest is accrued dailty without compounding. Accrued interest can be paid by either, paying it on the repurchase date (as usual in repos), on the re-rate date as a discrete interest payment or once a month also as a discrete interest payment.\n", "\n", "### Securities Lending\n", "Securities lendings and repos have many similarities. In a securities lending transaction one part gives legal title to a security or a basket of securities to another party, in exchange for legal ownership of collateral. The *seller* in a repo is the *lender* in the securities lending and the *buyer* is called *borrower*. The borrower pays a fee to the lender for the usage of the loaned security. The collateral in securities lending can either be cash or other securities. Securities lending against cash look very similar to security driven repos. When the collateral is cash, the lender is obliged to reinvest the cash and rebate an agreed proportion of the reinvestment return back to the borrower. Hence, the the analogon to the repo rate in securities lending is the *rebate rate* [1]. Another way to view this is, that the lender who recevies the cash needs to pay certain interest on that cash, while simulatneously the borrower pays a borrowing fee for the borrowed security. The net value of those two cash flows is the rebate rate. \n", "\n", "\n", "\n", "## Sources:\n", "[[1] Repo-FAQs-January-2019](https://www.icmagroup.org/assets/documents/Regulatory/Repo/Repo-FAQs-January-2019.pdf)\\\n", "[[2] Repo market functioning](https://www.bis.org/publ/cgfs59.pdf)\\\n", "[[3] European Repo Market Survey June 2022](https://www.icmagroup.org/assets/9789-ICMA-Repo-Survey-June-2022.pdf)\\\n", "[[4] European Repo Market Survey June 2021](https://www.icmagroup.org/News/news-in-brief/the-european-repo-market-in-2021-icma-publishes-survey-showing-outstandings-of-eur-8726-billion-at-half-year/)\\\n", "[[5] A Guide to Best Practive in the European Repo Market](https://www.icmagroup.org/assets/ERCC-Guide-to-Best-Practice-March-2022.pdf)\\\n", "[[6] The EU Repo Markets: The Need For Full Integration](https://www.ceps.eu/wp-content/uploads/2015/03/RRinFBRepoMarkets.pdf)\\\n", "[[7] Special Repo Rates: An Introduction](https://www.atlantafed.org/-/media/documents/research/publications/economic-review/2002/vol87no2_fisher.pdf)\\\n", "[[8] Market Instruments for Collateral Management](https://www.iasonltd.com/doc/rps/2019/2019_Market_Instruments_for_Collateral_Management%20(Rev).pdf)\\\n", "[[9] Collateral Value Risk in the Repo Market](https://faculty.fuqua.duke.edu/seminarscalendar/Smith_S13.pdf)\\\n", "[[10] ICMA European Repo Council (ERC) Repo Margining Best Practices 2012](https://www.icmagroup.org/assets/documents/Regulatory/Repo/ICMA-ERC-Repo-Margining-Best-Practices-2012-(amended-7-Nov-2013)2.pdf)\\\n", "[[11] Haircuts and initial margins in the repo market](https://www.icmagroup.org/assets/documents/Maket-Practice/Regulatory-Policy/Repo-Markets/Haircuts%20and%20initial%20margins%20in%20the%20repo%20market_8%20Feb%202012.pdf)\\\n", "[[12] nature of repo](https://www.treasury.gov.ph/wp-content/uploads/2018/01/2-repo-risk-management-HO.pdf)\\\n", "[[13] A Theory of Repurchase Agreements, Collateral Re-use, and Repo Intermediation](https://econ.wisc.edu/wp-content/uploads/sites/89/2018/09/Gottardi.pdf)\\\n", "[[14] Global Master Repurchase Agreement](https://www.icmagroup.org/assets/documents/Legal/GMRA-2011_2011.04.20_formular_copy-incl-annexes-and-buy-sell-back-annex.pdf)\\\n", "[[15] Security Market: an Overview of Repo and Security Lending Transactions](https://www.iasonltd.com/doc/rps/2019/2019_Security_Market-_an_Overview_of_Repo_and_Security_Lending_Transactions.pdf)\\\n", "[[16] Floating-rate repo conventions](https://www.icmagroup.org/assets/documents/Regulatory/Repo/floating-rate-repo-convention---July-2012.pdf)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [] } ], "metadata": { "kernelspec": { "display_name": "rivapy", "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": "3.8.15" }, "orig_nbformat": 4, "vscode": { "interpreter": { "hash": "c3ef7e83e7d00d94485cec6eac6abd4fc0f17748c735992b33fda68ac69a4bb7" } } }, "nbformat": 4, "nbformat_minor": 2 }