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Concept

The proliferation of multiple central counterparties (CCPs) introduces a fundamental architectural friction into the financial system’s plumbing. This fragmentation directly degrades multilateral netting efficiency, a core mechanism for optimizing capital. Consequently, it systemically increases the aggregate demand for high-quality collateral across the market. For an institution, this is not an abstract market structure debate; it is a direct and measurable impact on the balance sheet, influencing liquidity buffers, funding costs, and ultimately, return on capital.

The issue stems from the simple mathematical reality that netting is most powerful when applied to the largest possible set of offsetting exposures. When clearing activities are siloed across multiple, non-communicating CCPs, this unified set is fractured into smaller, isolated pools. Each pool must be collateralized independently, losing the powerful risk-reducing effects of offsetting positions held in other silos. This creates a system that is, by design, less efficient than a consolidated model.

Understanding this dynamic requires viewing the market not as a monolithic entity, but as a series of interconnected nodes. A CCP is designed to be a super-node, concentrating and neutralizing counterparty risk through a process of novation and multilateral netting. In an idealized system with a single CCP for all products, a participant’s exposure is boiled down to a single net position against that one entity.

All long positions are netted against all short positions, regardless of the original counterparty, resulting in the lowest possible net exposure and, therefore, the lowest possible margin requirement. This represents the most efficient state for the system in terms of collateral usage.

The fragmentation of clearing across multiple CCPs inherently limits the scope of multilateral netting, leading to higher gross exposures that require greater collateralization.
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The Mechanics of Netting Fragmentation

The degradation of netting efficiency is a direct consequence of dividing a portfolio. Consider a financial institution with a large, diversified derivatives portfolio. It may hold an interest rate swap position that is economically offset by another swap. If both trades are cleared through the same CCP, the exposures are netted against each other.

The CCP calculates the initial margin based on the residual, netted risk. However, if regulatory mandates, CCP specialization, or strategic choices force the institution to clear one swap at CCP A (e.g. specializing in US dollar products) and the offsetting swap at CCP B (e.g. specializing in Euro products), the netting benefit is lost entirely.

From the perspective of each CCP, the firm has a directional exposure. CCP A sees only the first swap and demands margin on its full notional risk. CCP B sees only the second swap and does the same. The institution is now required to post collateral for two separate gross positions, even though its net economic risk is near zero.

This duplication of margin requirements is the primary driver of increased collateral demand in a multi-CCP environment. The system’s architecture forces a suboptimal outcome, demanding more capital to secure the same net level of risk. This effect is not linear; it compounds as the number of unlinked CCPs increases and as a firm’s portfolio is spread more thinly across them.

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Why Does the Market Fragment Clearing?

The existence of multiple CCPs is not an accident but a result of competitive dynamics, regulatory philosophy, and historical development. Different CCPs have emerged with specialization in specific asset classes (e.g. credit default swaps, interest rate swaps, equities) or geographic regions. This specialization can bring expertise and tailored risk management, but it also creates natural silos.

Furthermore, post-crisis regulations like the Dodd-Frank Act in the US and the European Market Infrastructure Regulation (EMIR) mandated central clearing for standardized OTC derivatives, which spurred the growth and systemic importance of various CCPs without necessarily creating a unified global framework. The result is a fragmented landscape where market participants must navigate a complex web of clearinghouses to manage their global portfolios, each with its own rulebook, margin methodology, and pool of liquidity.

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The Direct Impact on Collateral Demand

The overall demand for collateral in the financial system is a function of two primary factors ▴ the gross size of open positions and the efficiency of netting. While the move to central clearing after the 2008 crisis was intended to make the system safer by requiring all positions to be collateralized, the fragmentation of that clearing activity works against capital efficiency. Every euro or dollar of exposure that fails to be netted due to being in a separate CCP silo is a euro or dollar that requires a corresponding amount of high-quality liquid assets (HQLA) to be posted as initial margin. This has several second-order effects:

  • Increased Funding Costs ▴ Firms must source more HQLA, such as government bonds or cash, to meet margin calls from multiple CCPs. This ties up assets that could be used for other investment or funding purposes, creating a direct funding cost.
  • Pressure on HQLA Supply ▴ A systemic increase in collateral demand puts pressure on the available supply of eligible assets. This can increase the cost of these assets and lead to challenges in sourcing sufficient collateral, particularly during times of market stress.
  • Liquidity Risk ▴ Managing liquidity across multiple CCPs is operationally complex. A firm must maintain sufficient buffers at each CCP and have the ability to move collateral quickly to meet margin calls, increasing its operational and liquidity risk profile.

The proliferation of CCPs thus creates a structural tension. While each individual CCP may be effectively managing risk within its own silo, the aggregate effect on the system is a less efficient allocation of capital and a greater overall demand for collateral. The architecture of the system itself becomes a source of inefficiency and cost for its participants.


Strategy

Navigating a fragmented clearing landscape requires a deliberate and sophisticated strategic framework. For institutional participants, the objective is to mitigate the structural inefficiencies imposed by multiple CCPs. This involves a multi-pronged approach that encompasses intelligent portfolio management, advanced collateral optimization, and a deep understanding of the evolving market structure, including the potential for CCP interoperability.

The core strategic challenge is to reclaim the netting benefits that are lost when a portfolio is split across different clearing venues. This is not merely an operational task; it is a critical component of capital management and competitive positioning.

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Portfolio and Clearing Strategy for Participants

An institution’s first line of defense against value erosion from netting inefficiency is to be strategic about where and how it clears its trades. This involves moving beyond a trade-by-trade decision process to a holistic view of the portfolio’s interaction with the clearing network.

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Consolidating Positions

The most direct strategy is to consolidate trading activity within a single CCP whenever possible. For a given product or asset class, a firm should analyze which CCP offers the broadest scope for netting against its existing and anticipated positions. This may involve directing order flow to specific exchanges or trading venues that clear through the preferred CCP.

While seemingly straightforward, this decision is complex and involves trade-offs between execution quality, clearing costs, and netting benefits. A quantitative framework is required to weigh the potential collateral savings from improved netting against any potential increase in execution costs from using a less liquid venue.

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Portfolio Compression and Optimization

When positions are unavoidably spread across multiple CCPs, portfolio compression becomes a vital tool. Compression services allow participants to terminate redundant, economically offsetting trades. For example, a firm might have a long position in a 10-year swap at CCP A and a similar short position at CCP B. While these cannot be netted directly for margin purposes, a compression provider can arrange for both trades to be terminated, eliminating the gross exposure and freeing up the associated collateral.

This strategy directly attacks the problem of bloated gross notionals caused by fragmented clearing. There are several types of compression:

  • Bilateral Compression ▴ Two counterparties agree to tear up offsetting trades between them.
  • Multilateral Compression ▴ A third-party service provider analyzes the portfolios of multiple participants and proposes a set of trade terminations that reduces overall risk without changing any firm’s net position. This is particularly powerful in a multi-CCP world.
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What Are the Strategic Implications of Ccp Interoperability?

From a market structure perspective, the most significant strategic response to fragmentation is the establishment of links between CCPs. Interoperability allows a trade executed on one platform to be cleared and settled through a participant’s chosen CCP, even if that CCP is not the default for the trading venue. This can theoretically restore many of the netting benefits lost to fragmentation.

By allowing exposures at different CCPs to be offset, links can approximate the outcome of a single, unified clearinghouse. There are several models for interoperability:

  1. Mutual Offset ▴ An arrangement where a position at one CCP can be transferred to another and be netted with existing positions there. This is a direct way to consolidate exposures.
  2. Cross-Margining ▴ A more complex arrangement where linked CCPs agree to calculate margin on a participant’s combined positions across both clearinghouses. This provides collateral savings without requiring the physical transfer of positions.

While interoperability is a powerful solution, it introduces a new and significant risk ▴ inter-CCP contagion. When CCPs are linked, they become exposed to each other’s credit risk. The failure of one CCP could cascade through the links to others, creating a new vector for systemic risk.

Regulators and market participants must therefore weigh the capital efficiency benefits of linking CCPs against the potential for creating a new, concentrated point of failure. The design of these links, including the legal frameworks and financial safeguards between the CCPs, is of paramount importance.

Strategic responses to clearing fragmentation center on reclaiming lost netting benefits, either through participant-level actions like portfolio compression or market-level solutions like CCP interoperability.
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Collateral Optimization as a Core Competency

In a world of elevated collateral demand, the ability to manage collateral assets efficiently becomes a source of competitive advantage. A sophisticated collateral optimization strategy involves several components:

  • Asset Allocation ▴ Using the cheapest-to-deliver eligible assets to meet margin requirements at each CCP. This requires a real-time understanding of the firm’s inventory of available collateral and each CCP’s specific eligibility criteria.
  • Collateral Transformation ▴ When a firm lacks sufficient high-quality assets, it can engage in collateral transformation trades (e.g. a repo transaction) to upgrade lower-quality assets into CCP-eligible collateral. This has a cost, which must be managed carefully.
  • Tri-Party Agents ▴ Using tri-party agents can streamline the operational burden of managing collateral movements to multiple CCPs. These agents can help automate the allocation and settlement of collateral, reducing operational risk.

The following table provides a simplified comparison of the strategic scenarios for a firm with offsetting trades, illustrating the impact on collateral.

Strategic Scenario Impact on Collateral
Scenario Description Netting Efficiency Collateral Demand Systemic Risk Profile
Single CCP All trades are cleared through one central entity. Highest Lowest Risk concentrated in one CCP.
Multiple Unlinked CCPs Offsetting trades are cleared at separate, non-communicating CCPs. Lowest Highest Risk is siloed, but capital inefficiency is high.
Multiple Linked CCPs CCPs are linked through interoperability agreements. High Low Risk of inter-CCP contagion is introduced.
Compression Strategy Firm uses services to terminate offsetting trades across CCPs. Improved Reduced Reduces gross exposures on CCP balance sheets.

Ultimately, the strategy for dealing with a multi-CCP world is one of active management. Firms cannot passively accept the structural costs imposed by fragmentation. They must employ a dynamic combination of intelligent clearing choices, portfolio optimization techniques, and sophisticated collateral management to protect their balance sheets and maintain a competitive edge.


Execution

Executing a strategy to mitigate the effects of CCP proliferation requires a highly disciplined and technologically sophisticated operational framework. The theoretical understanding of netting and collateral must be translated into concrete, daily processes that govern risk management, liquidity planning, and technology integration. For an institutional trading desk, this means building a robust system capable of managing exposures and collateral flows across a fragmented and dynamic clearing landscape. The focus shifts from high-level strategy to the granular mechanics of implementation, where success is measured in basis points of funding cost saved and operational risks averted.

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The Operational Playbook

An effective operational playbook for a multi-CCP environment is built on a foundation of visibility, forecasting, and automation. The goal is to create a central nervous system for collateral management that can respond intelligently to the demands of disparate clearinghouses.

  1. Centralized Position Monitoring ▴ The first step is to achieve a single, real-time view of all cleared and bilateral positions across the entire firm. This requires integrating data feeds from multiple CCPs, exchanges, and internal trading systems. Without a complete and accurate picture of gross and net exposures at each venue, no optimization is possible.
  2. Margin Calculation and Forecasting ▴ The firm must have the capability to independently replicate the margin calculations of each of its CCPs. This is critical for validating margin calls and for forecasting future collateral requirements. Sophisticated systems will run simulations based on potential market moves (stress tests) and anticipated trading activity to predict end-of-day margin calls, allowing the treasury function to pre-position collateral.
  3. Collateral Inventory Management ▴ A dynamic, firm-wide inventory of all available collateral assets must be maintained. This inventory should be tagged with information on eligibility (which CCPs accept this asset), location (custodian), and any encumbrances. This allows for the execution of a “cheapest-to-deliver” allocation strategy.
  4. Automated Collateral Allocation ▴ The process of meeting margin calls should be as automated as possible to reduce the risk of human error and settlement fails. An optimization engine can be used to suggest the most efficient allocation of collateral assets to meet all calls, based on the inventory and pre-defined cost and preference parameters.
  5. Performance Measurement ▴ The firm must track key performance indicators (KPIs) to measure the effectiveness of its collateral management function. These can include the rate of collateral disputes, the cost of collateral transformation, the degree of over-collateralization at each CCP, and the internal cost of funding.
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Quantitative Modeling and Data Analysis

The core of an effective execution framework is a quantitative model that accurately captures the costs of fragmentation. A simplified model can illustrate the concept. Netting efficiency (NE) for a portfolio can be defined as:

NE = 1 – (Sum of Initial Margins across all CCPs / Initial Margin if cleared at a Single CCP)

A value closer to 1 indicates high fragmentation and low efficiency, while a value closer to 0 indicates high efficiency. An institution’s goal is to minimize this value through strategic actions. To make this concrete, consider the following data for a hypothetical firm, “Alpha Trading,” which holds two perfectly offsetting interest rate swaps of the same notional value, but clears them at two different CCPs.

Collateral Impact of Fragmented Clearing
Metric Scenario A ▴ Single CCP Scenario B ▴ Two Unlinked CCPs Financial Impact
Position at CCP 1 +100M Notional Swap +100M Notional Swap N/A
Position at CCP 2 -100M Notional Swap -100M Notional Swap N/A
Net Exposure at CCP 1 0 +100M Netting benefit is lost.
Net Exposure at CCP 2 N/A (cleared at CCP 1) -100M Netting benefit is lost.
Initial Margin at CCP 1 (2% rate) $0 $2,000,000 Collateral must be posted.
Initial Margin at CCP 2 (2% rate) $0 $2,000,000 Collateral must be posted.
Total Initial Margin $0 $4,000,000 $4M in additional collateral demand.
Annual Funding Cost (at 3%) $0 $120,000 Direct P&L impact.

This table demonstrates the direct, quantifiable cost of fragmentation. In Scenario B, Alpha Trading must fund and post $4 million in collateral that would not have been required in a unified clearing environment. This is a direct drain on the firm’s liquidity and profitability.

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Predictive Scenario Analysis

Let us consider a case study. A global macro hedge fund, “Quantum Capital,” actively trades both US Treasury futures (cleared at CME in the US) and German Bund futures (cleared at Eurex in Europe). Often, their strategy involves taking opposing views on the direction of US and European interest rates, leading to large, economically offsetting positions in these two contracts. For example, they might be short $500 million of Treasury futures and long €450 million of Bund futures.

From a risk perspective, the portfolio has a low net sensitivity to global interest rate moves. However, from a clearing perspective, the positions are completely segregated.

CME calculates the margin requirement on the $500 million short position in isolation. Eurex does the same for the €450 million long position. Quantum Capital receives two separate, large margin calls each day. During a period of heightened volatility, these margin calls can spike significantly.

The fund’s treasury team must ensure it has sufficient USD cash or eligible bonds at its US clearing member and EUR cash or eligible bonds at its European clearing member. The inability to cross-margin between the two CCPs means the fund’s liquidity is trapped in two separate silos. This forces them to hold larger precautionary cash buffers than would otherwise be necessary, depressing the fund’s overall returns. To execute their strategy, they build a sophisticated treasury function that uses repo markets to transform other assets into eligible collateral and employs a predictive margin model to forecast liquidity needs at both CCPs 24 hours in advance. The cost of this operational infrastructure and the funding costs for the excess collateral are a direct tax on their trading strategy, a tax imposed by the fragmented architecture of the global clearing system.

Effective execution in a multi-CCP world depends on creating an operational and technological framework that can quantitatively model and actively mitigate the costs of clearing fragmentation.
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System Integration and Technological Architecture

The execution of this strategy is impossible without a robust technological architecture. The “collateral optimization engine” is not a single piece of software but an integrated ecosystem of systems.

  • API Connectivity ▴ The core of the system is its ability to communicate with multiple external and internal sources via Application Programming Interfaces (APIs). It needs to pull position data from CCPs, clearing members, and internal order management systems (OMS). It also needs to push instructions to custodians and tri-party agents to move collateral.
  • Central Data Warehouse ▴ All this data must be stored and organized in a central data repository. This becomes the “single source of truth” for all positions, margin calculations, and collateral availability.
  • Margin Calculators ▴ The system must contain software modules that can accurately replicate the Standard Portfolio Analysis of Risk (SPAN) or Value-at-Risk (VaR) based margin methodologies used by each different CCP. This is a complex technical challenge, as each CCP has its own proprietary implementation.
  • Optimization Engine ▴ This is the “brain” of the operation. It is an algorithmic engine that takes the firm’s total margin obligations and its total collateral inventory as inputs. It then runs an optimization algorithm (e.g. linear programming) to find the cheapest way to meet all obligations, subject to a set of constraints (e.g. CCP eligibility rules, concentration limits, liquidity requirements).

Building or buying this level of technological infrastructure is a significant investment. However, for any firm with substantial activity across multiple CCPs, the return on this investment, through reduced funding costs and lower operational risk, is substantial. The ability to execute flawlessly in this environment is a key differentiator between firms that are burdened by market structure and those that can navigate it for a competitive advantage.

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References

  • Singh, Manmohan. “Collateral, Netting and Systemic Risk in the OTC Derivatives Market.” IMF Working Paper, vol. 10, no. 99, 2010.
  • Duffie, Darrell, Martin Scheicher, and Guillaume Vuillemey. “Central Clearing and Collateral Demand.” Journal of Financial Economics, vol. 116, no. 2, 2015, pp. 237-256.
  • Haene, Philipp, and Nicholas Pontes-Nogueira. “Central Counterparty Links and Clearing System Exposures.” Reserve Bank of Australia Research Discussion Paper, no. 2013-01, 2013.
  • Heller, Daniel, and Nicholas Vause. “Central clearing and collateral demand.” Financial Stability Paper, no. 14, Bank for International Settlements, 2012.
  • “Central Counterparties ▴ What are They, Why Do They Matter and How Does the Bank Supervise Them?” Bank of England Quarterly Bulletin, Q2 2013.
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Reflection

The analysis of netting efficiency and collateral demand in a multi-CCP world moves beyond a mere technical discussion. It compels a fundamental evaluation of an institution’s internal architecture. The external fragmentation of the market acts as a stress test on a firm’s internal integration.

How seamlessly do your risk, treasury, and operations functions communicate? Is your technological framework a rigid collection of silos that mirrors the market’s own fragmentation, or is it an integrated, intelligent system capable of imposing order on external chaos?

The knowledge gained here is a component in a larger system of institutional intelligence. Viewing the clearing landscape as a fixed set of constraints to be passively accepted is a path to capital inefficiency. Instead, viewing it as a dynamic system to be navigated with a superior operational framework creates a distinct advantage. The ultimate question is not simply how to manage collateral in a fragmented world, but whether your firm’s architecture is designed to transform a systemic challenge into a competitive edge.

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Glossary

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Multilateral Netting

Meaning ▴ Multilateral netting is a risk management and efficiency mechanism where payment or delivery obligations among three or more parties are offset, resulting in a single, reduced net obligation for each participant.
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Market Structure

Meaning ▴ Market structure refers to the foundational organizational and operational framework that dictates how financial instruments are traded, encompassing the various types of venues, participants, governing rules, and underlying technological protocols.
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Across Multiple

Normalizing reject data requires a systemic approach to translate disparate broker formats into a unified, actionable data model.
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Net Exposure

Meaning ▴ Net Exposure, within the analytical framework of institutional crypto investing and advanced portfolio management, quantifies the aggregate directional risk an investor holds in a specific digital asset, asset class, or market sector.
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Netting Efficiency

Meaning ▴ Netting Efficiency measures the extent to which the gross volume of inter-party financial obligations can be reduced to a smaller net settlement amount through offsetting transactions.
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Initial Margin

Meaning ▴ Initial Margin, in the realm of crypto derivatives trading and institutional options, represents the upfront collateral required by a clearinghouse, exchange, or counterparty to open and maintain a leveraged position or options contract.
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Collateral Demand

Meaning ▴ Collateral Demand represents the requirement for market participants to post assets, typically cryptocurrency or fiat, as security against potential future obligations or exposures arising from trading activities, especially in derivatives or lending protocols.
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Interest Rate Swaps

Meaning ▴ Interest Rate Swaps (IRS) in the crypto finance context refer to derivative contracts where two parties agree to exchange future interest payments based on a notional principal amount, typically exchanging fixed-rate payments for floating-rate payments, or vice-versa.
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European Market Infrastructure Regulation

Meaning ▴ European Market Infrastructure Regulation (EMIR) is a European Union regulatory framework designed to enhance the stability and transparency of the over-the-counter (OTC) derivatives market.
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Central Clearing

Meaning ▴ Central Clearing refers to the systemic process where a central counterparty (CCP) interposes itself between the buyer and seller in a financial transaction, becoming the legal counterparty to both sides.
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High-Quality Liquid Assets

Meaning ▴ High-Quality Liquid Assets (HQLA), in the context of institutional finance and relevant to the emerging crypto landscape, are assets that can be easily and immediately converted into cash at little or no loss of value, even in stressed market conditions.
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Funding Costs

Meaning ▴ Funding Costs, within the crypto investing and trading landscape, represent the expenses incurred to acquire or maintain capital, positions, or operational capacity within digital asset markets.
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Margin Calls

Meaning ▴ Margin Calls, within the dynamic environment of crypto institutional options trading and leveraged investing, represent the systemic notifications or automated actions initiated by a broker, exchange, or decentralized finance (DeFi) protocol, compelling a trader to replenish their collateral to maintain open leveraged positions.
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Collateral Optimization

Meaning ▴ Collateral Optimization is the advanced financial practice of strategically managing and allocating diverse collateral assets to minimize funding costs, reduce capital consumption, and efficiently meet margin or security requirements across an institution's entire portfolio of trading and lending activities.
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Ccp Interoperability

Meaning ▴ CCP Interoperability refers to the capability of multiple Central Counterparties (CCPs) to function cooperatively, enabling participants to clear trades across different CCPs through a common interface or set of protocols.
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Netting Benefits

Meaning ▴ Netting benefits, in crypto financial systems, refer to the reduction in the total number and value of transactions or obligations between multiple parties by offsetting reciprocal claims.
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Portfolio Compression

Meaning ▴ Portfolio compression is a risk management technique wherein two or more market participants agree to reduce the notional value and number of outstanding trades within their portfolios without altering their net market risk exposure.
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Offsetting Trades

RFQ trades are benchmarked against private quotes, while CLOB trades are measured against public, transparent market data.
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Systemic Risk

Meaning ▴ Systemic Risk, within the evolving cryptocurrency ecosystem, signifies the inherent potential for the failure or distress of a single interconnected entity, protocol, or market infrastructure to trigger a cascading, widespread collapse across the entire digital asset market or a significant segment thereof.
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Funding Cost

Meaning ▴ Funding cost represents the expense associated with borrowing capital or digital assets to finance trading positions, maintain liquidity, or collateralize derivatives.