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Turing-Complete
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What is

Turing-Complete?

A property of a computational system that can simulate a Turing machine, indicating that it can perform any computation that a Turing machine can, given enough resources.

A property of a computational system that can simulate a Turing machine, indicating that it can perform any computation that a Turing machine can, given enough resources.

Frequently Asked Questions

Questions about Turing-Complete

Common questions about this topic

How to build DeFi on Ergo?

Building DeFi on Ergo starts with understanding the eUTXO model and ErgoScript. Unlike account-based chains, Ergo's box model provides deterministic execution, no MEV by design, and predictable gas costs. Use Oracle Pools for price feeds, and leverage existing patterns from Spectrum Finance and SigmaUSD.

How-to
DeFi

Is Ergo better than Monero for privacy?

Different privacy models for different needs. Monero provides always-on, protocol-level privacy with ring signatures. Ergo offers optional privacy via Sigma Protocols with selective disclosure - you can prove things about data without revealing the data. Ergo excels at programmable privacy (private smart contracts), while Monero excels at simple private transfers.

Comparison
Privacy

What are Sigma Protocols and how do they work?

Sigma Protocols are zero-knowledge proof systems that let you prove statements about data without revealing the data itself. On Ergo, they're built into ErgoScript, enabling privacy-preserving smart contracts. You can prove you own funds, meet conditions, or belong to a group - all without exposing your identity or exact values.

Explainer
Privacy

What is ErgoScript and how does it work?

ErgoScript is Ergo's smart contract language - a Scala-based, functional language that compiles to ErgoTree for on-chain execution. Unlike Solidity, ErgoScript is not Turing-complete by design, ensuring predictable execution costs and easier formal verification. It's powerful enough for complex DeFi yet safe enough to audit.

Explainer
Technology
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