NethermindEth's profile picture. Engineering and research solutions, empowering developers & enterprises to build upon the decentralized web. Ethereum @NethermindEth Starknet @NethermindStark

Nethermind

@NethermindEth

Engineering and research solutions, empowering developers & enterprises to build upon the decentralized web. Ethereum @NethermindEth Starknet @NethermindStark

Buenos Aires, we’ll see you soon. On Nov 18 (Day 2 of Devconnect), join @worldcoin and Nethermind for The Meeting Spot, a full day of co-working, coffee, and conversations with builders and friends. ☕ Save your spot → luma.com/v0kenmdv


The @ethereum BPO1 fork is live and running smoothly on Nethermind's Hoodi testnet. BPO (Blob Parameter Only) tests validate automated blob capacity increases, which are a key part of the upcoming Fusaka upgrade. Thanks to everyone across the ecosystem for the coordination 🚀


🚨 Nethermind v1.35.2 is out This release replaces v1.35.1 and is mandatory for all node operators. It includes the Ethereum Mainnet Fusaka hard fork config (Osaka, BPO1 & BPO2). Upgrade before Dec 3, 2025 – 9:49:11 PM (UTC) to stay in sync. 🔗 github.com/NethermindEth/…


We’re aware of an issue in v1.35.1 that can halt node operation. Please hold off on upgrading until v1.35.2 is live. x.com/ChodoKamil/sta…

Version 1.35.1 of @Nethermind client is having a unexpected issue which can stop your node (restart fixes it very likely). Avoid upgrading to 1.35.1 - we are in process of releasing 1.35.2



Nethermind v1.35.1 is live. ⚠️ Mandatory update for mainnet operators ahead of the fork. Release notes: github.com/NethermindEth/…

Nethermind's tweet image. Nethermind v1.35.1 is live.

⚠️ Mandatory update for mainnet operators ahead of the fork. 

Release notes: github.com/NethermindEth/…

A small EVM improvement with big performance impact. EIP-7939: Count Leading Zeros (CLZ) opcode, co-authored by @ben_a_adams, lands in Fusaka this December. Making compression, hashing, and ZK proving cheaper and faster. 🔽

EIP-7939: Count Leading Zeros (CLZ) opcode. A small change that makes onchain 256bit math faster. It adds a native opcode to count leading zero bits in a 256-bit word: useful for liquidity pools, compression, logarithms, and zero-knowledge proving.



Inside the Nethermind Client: October 2025 Last month brought progress in runtime stability and sync performance. - Ran 1,565 test machines - Merged 37 improvements - Resolved 10 issues Strengthening reliability ahead of the upcoming mainnet fork.


Hong Kong FinTech Week marks ten years of collaboration between finance, policy, and technology. Nethermind joins the UK Pavilion, represented by @DelaneSays and @aimanisml, engaging with institutions and policymakers advancing tokenization, AI, and blockchain-based…

Nethermind's tweet image. Hong Kong FinTech Week marks ten years of collaboration between finance, policy, and technology.

Nethermind joins the UK Pavilion, represented by @DelaneSays and @aimanisml, engaging with institutions and policymakers advancing tokenization, AI, and blockchain-based…

Nethermind heeft deze post opnieuw geplaatst

Happy to publish this simple explanation of FRI's security (taking mutual correlated agreement as black box), with fantastic collaborators @nico_mnbt and Benedikt Wagner. And please do check Nico's superb blogpost for a simple explanation of the proof!

Just published a simpler proof of the RBR soundness of FRI! Work with @0xAlbertG and Benedikt Wagner I also wrote a blog post explaining the high level ideas of the proof. All you need to know is how to colour a graph! Links to paper and blog below 1/3

nico_mnbl's tweet image. Just published a simpler proof of the RBR soundness of FRI! Work with @0xAlbertG and Benedikt Wagner

I also wrote a blog post explaining the high level ideas of the proof. All you need to know is how to colour a graph!

Links to paper and blog below

1/3
nico_mnbl's tweet image. Just published a simpler proof of the RBR soundness of FRI! Work with @0xAlbertG and Benedikt Wagner

I also wrote a blog post explaining the high level ideas of the proof. All you need to know is how to colour a graph!

Links to paper and blog below

1/3


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