Sad-Koval

  • Тел.+38(097)-251-25-65 Тел.+38(050)-618-64-45 E-mail:[email protected]

  • At first look, they infuse liquidity into the DeFi ecosystem, making it easier for customers to buy and promote crypto. As seen all through our dialogue, the best AMM may help with arbitrage trading, yield farming, and extra. These automated market makers, per their name, change the ecosystem parameters in response to market situations. Imagine there’s a self-functioning automotive wash where you select the washing service, pay for it right into the machines, and sit again whereas the machine takes care of the work. As for an automated market maker, paying into the machines is synonymous with depositing a token in a DEX or a standalone liquidity pool. In this part of the Automated market maker defined, we are ready to see that balancing decentralized change platforms and complying with regulatory standards is quintessential.

    Due to their distinctive methodology of offering liquidity, automated market makers (AMMs) have grown in favor within the crypto group. When a user needs to trade, they simply add their belongings to the liquidity pool, which then calculates the value based mostly on the ratio of the two property within the pool. This method offers elevated liquidity, accessibility, and ease in comparability with traditional order book-based exchanges.

    What Is An Automatic Market Maker (amm)?

    Before AMMs got here into play, liquidity was a problem for decentralized exchanges (DEXs) on Ethereum. As a brand new know-how with an advanced interface, the number of consumers and sellers was small, which meant it was troublesome to search out enough individuals willing to trade frequently. AMMs repair this drawback of restricted liquidity by creating liquidity swimming pools and offering liquidity providers the inducement to produce these swimming pools with property.

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" width="304px" alt="What Is an Automated Market Maker"/>

    The users that deposit their assets to the pools are often known as liquidity suppliers (LPs). Even although trading on AMMs and decentralized exchanges could be enjoyable and according to the ethos of decentralization, even on-exchange buying and selling comes with its share of benefits. These embrace better liquidity at occasions for the more elusive tokens, a regulated buying and selling mechanism, fewer probabilities of sensible contract hacks, and more.

    The Trail Forward For Amms

    In return for offering liquidity to the protocol, LPs earn fees from the trades that happen in their pool. In the case of Uniswap, LPs deposit an equal worth of two tokens for example, 50% ETH and 50% DAI to the ETH/DAI pool. Impermanent loss is the difference in worth over time between depositing tokens in an AMM versus simply holding these tokens in a wallet. This loss occurs when the market-wide value of tokens inside an AMM diverges in any course. The profit extracted by arbitrageurs is siphoned from the pockets of liquidity providers, making a loss. Underpinning AMMs are liquidity swimming pools, a crowdsourced assortment of crypto property that the AMM makes use of to trade with people buying or promoting considered one of these belongings.

    Virtual AMMs incorporate virtual balances and create a more balanced pricing mannequin that eliminates slippage considerably. These AMMs use probabilistic mathematical formulation to govern the worth of the trades. These are sensible contract-led AMMs where complex mathematical fashions are used. These AMMs can function benchmarks for other AMMs which require assistance with proprietary formulas.

    Since the birth of cryptocurrency, traditional market makers, i.e., buyers and sellers, have been a huge part of the decentralized community. The fixed shopping for and selling of digital belongings have saved the monetary market running, with these market makers appearing because the middlemen. Interestingly, yow will discover a different automated market maker algorithm in another AMM relying on their specific target use instances.

    What Are The Completely Different Automated Market Maker (amm) Models?

    Also, we’ll look at liquidity suppliers (LPs), liquidity pools, and impermanent loss! Plus, we’ll focus on why AMMs are such an important component of the crypto space. While conventional market makers are still useful throughout different high-beta belongings like equities, they don’t work that well across crypto markets. Crypto markets are highly unstable, and liquidity is usually an issue, particularly for the extra elusive token pairs. One of the principle issues of traditional exchanges is effectivity and slippage.

    What Is an Automated Market Maker

    After clicking the swap button, the algorithm calculates how much the commerce impacts the liquidity pool’s reserves – after which a worth quote is given. Probably the most well-liked automated market maker algorithm instance on the market now, Uniswap goals to offer an open and accessible marketplace. With a larger variation, you are prone to incur an even bigger impermanent loss. Therefore, Automated Market Makers generally work successfully for token pairs which have similar values, similar to wrapped tokens or stablecoins.

    The improve in reputation of DEXs and AMMs is disrupting the normal exchange listing process and order book mannequin. This has prompted several centralized exchanges to enterprise into the world of DeFi by providing non-custodial trading platforms. In this Automated market maker explained, Uniswap is a pioneering instance of integrating DeFi and the AMM model. It utilizes liquidity swimming pools instead of the normal order guide while utilizing the CPMM equation to adjust value to maintain equilibrium as shopping for and selling occur.

    These are automated market makers without any actual belongings in swimming pools. One such instance could be Perpetual Protocol, the place occasion outcomes are traded. The well-known DEX Uniswap, which is predicated on the Ethereum blockchain, is an example of an Automated Market Maker (AMM). To determine the exchange rate between two digital property within the liquidity pool, Uniswap employs a relentless product formulation.

    This link eradicated order books and intermediaries, changing them with liquidity pools without a central authority. In summary, AMMs are a cutting-edge decentralized exchange technique that gives a extra approachable and affordable substitute to standard https://www.xcritical.in/ centralized exchanges. AMMs use liquidity swimming pools and price algorithms to execute trades, taking away the necessity for middlemen and enhancing accessibility, simplicity, and liquidity. The liquidity pool and the pricing algorithm are the 2 main parts of an AMM.

    Defi Glossary: Studying The Slang

    The LPs that contribute cash to the liquidity pool are rewarded with a percentage of the charges that are generated by merchants shopping for and selling, which encourages them to take action. The pricing algorithm uses a predetermined and clear mathematical formula to determine the change rate between the 2 property in the pool. However, huge changes in the ratio of the token pair might indicate extra concerns for liquidity providers. In such instances, liquidity providers can just maintain their tokens somewhat than add funds to the liquidity pool. Furthermore, Uniswap swimming pools such as ETH/DAI, that are highly vulnerable to impermanent loss, have shown prospects of profitability with the accrued trading charges. You may consider a liquidity pool as an enormous pile of funds that merchants can commerce against.

    What Is an Automated Market Maker

    In contrast, an AMM runs on a liquidity pool, which is a collection of money that liquidity suppliers (LPs) give in change for a cut of the transaction commissions. No longer are crypto customers pressured to commerce on centralized exchanges. Balancer is another prime addition among AMM crypto exchanges with distinctive similarities to Uniswap. However, it also features a broader assortment of features similar to custom pool ratios, multi-token swimming pools, and dynamic pool fees. Multi-token pools can serve as a definite highlight with Balancer by working as an index within the domain of cryptocurrency. A discussion with an automatic market maker defined properly would remain incomplete without an overview of well-liked AMM protocols.

    • These can be in the type of probabilistic AMMs with specialised mathematical algorithms in play.
    • Automated market makers (AMMs) are part of the decentralized finance (DeFi) ecosystem.
    • For example, a liquidity pool may maintain ten million dollars of ETH and ten million dollars of USDC.
    • The above is a comprehensive overview of what AMMs are and their varied advantages over conventional market makers.

    However, you don’t have to have a counterparty (another trader) on the other facet to make a commerce. Instead, you work together with a wise contract that “makes” the market for you. Due to mounting regulatory scrutiny, centralized exchanges (CEXs) are becoming more and more prone to censorship and account freezing.

    AMMs function similarly, with the idea of value discovery dependent on the supply-demand mechanics. Also, on Automated Market Maker explained, we highlight the significance of Arbitrage and how commerce execution affects asset pricing. Uniswap maintains an identical amount of two tokens and achieves equilibrium by adjusting the price of one for another. In response to market fluctuations and geographical differences, traders can modify costs to adapt to new situations. Another advantage of AMM is establishing a liquidity system for anybody contributing to the pool.

    Рубрики: FinTech

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