Differentiate Between EVM & Midnight Network?

How midnight is different from EVM chains ? just want to know Dont compare with speed or consensus just want to know tech side what things make it different

Midnight it is built around confidential smart contracts and privacy-preserving computation by default. Most EVM chains follow a transparent execution model where smart contract state, inputs, and outputs are publicly visible on the ledger. Midnight, on the other hand, is designed so that applications can process data using advanced cryptographic techniques such as ZKPs, allowing computations to be verified without revealing the underlying private data. This means the network separates verification from data disclosure; the chain can prove that a transaction or contract execution is valid while keeping sensitive information hidden from the public ledger. The platform is therefore structured to support selective disclosure, private assets, and regulated data sharing, which enables developers to build applications that require confidentiality such as identity systems, financial records, or enterprise data without exposing the underlying information. In essence, Midnight’s technology stack prioritizes privacy preserving programmability and controlled data visibility.

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Since the focus is more on ZK and privacy, could you also explain how it differs from FHE-based protocols on EVM? In EVM ecosystems, privacy is mostly achieved through FHE-powered private smart contracts.

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Midnight’s architecture is centered on ZKPs. Instead of executing encrypted computations on-chain, the computation typically happens off-chain, and the network only verifies a proof that the computation was done correctly. FHE works differently. Instead of hiding computation behind proofs, FHE allows nodes to compute directly on encrypted data.

FHE = encrypt the data, compute on the chain
Midnight ZK = keep the data off-chain entirely, prove the computation was correct

FHE gives you “blind computation on shared state.” Midnight gives you "verifiable local computation with selective disclosure.

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