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P4P Network
Advanced Technology

Physics-Native
Blockchain Architecture

Physics-native blockchain implementing condensed matter physics (Field Theory, Renormalization Group) for distributed consensus. 21 modules (~6,000 lines) with Toroidal Information Manifold (TIM), Proof of Human Layer (PoHL), Ed25519 cryptography, smart contracts, DAO governance, and autonomous maintainer. Feature Complete Testnet - Beta v1.1.0.

Technical WhitepaperDocumentation

Interactive Technology Demo

Explore our innovative blockchain architecture through interactive visualizations

Toroidal Quantization

5 shards with distributed edge nodes achieving >500 TPS

EEHC Consensus

Edge-Enhanced Human Consensus with Wave Dynamics

Transaction Submission

Shard Assignment

Local Consensus (66%)

Wave Propagation

Global Finalization

15-second blocks • Quantum-resistant SHA-3 • XMSS signatures

Technical Specifications

Comprehensive overview of P4P Network's technical parameters

Performance
Throughput>500 TPS
Block Time15 seconds
Finality<30 seconds
Shards5 active
Security
Hash AlgorithmSHA-3 (Keccak)
SignaturesXMSS
Security Level256-bit
Quantum SafeYes
Network
Nodes per Shard~200
Max Cluster Size100 nodes
Peer Diversity5+ per shard
Communicationlibp2p
Economics
Total Supply4.323B P4P
Emission Rate250 P4P/block
Emission Period137 years
HalvingEvery 4 years
Identity
DID StandardDID:ion
PoH MethodFederated ML
Variance Threshold<0.03
KYC FallbackEnabled
Consensus
AlgorithmEEHC
Local Threshold66%
Global Threshold66%
Wave Speed0.01 s

Core Technical Features

Advanced cryptographic and consensus mechanisms powering the P4P Network

Ed25519 Cryptography

Real asymmetric signatures with persistent keypairs stored in data/node_X_keys.json

Ed25519 asymmetric cryptography
Signature verification on all transactions
Persistent keypair storage

Toroidal Information Manifold (TIM)

256×256 discretized 2-Torus with 1D contiguous memory for O(1) neighbor lookups

65,536 nodes (256×256 grid)
Translation invariance
Periodic boundary conditions
CPU cache optimized

Proof of Human Layer (PoHL)

Logarithmic vote weighting with reputation field diffusion for capital-independent consensus

W = log(1 + φ) weighting
Reputation field diffusion
Noise filter threshold < 0.1
Sybil resistance

Physics Engine & Smart Contracts

Ginzburg-Landau reaction-diffusion system with interactive contract execution

∇²φ reputation diffusion
Double-well potential dynamics
Contract state diffusion κ=0.03
Quick deploy: Token, Counter, Custom
Consensus Layer

Proof of Human Layer (PoHL)

Capital-independent consensus where participation is identity-bound, not wealth-bound. Logarithmic vote weighting (W = log(1 + φ)) prevents reputation concentration while Ginzburg-Landau diffusion dynamics naturally smooth Sybil spikes. Spectral anomaly detection monitors for coordinated attacks across the toroidal lattice.

Proof of Human Layer (PoHL)

Identity-bound consensus where influence cannot be bought—capital-independent validation

Reputation Field Diffusion

Discrete Laplacian smoothing limits Sybil cluster spikes via local averaging on torus

Spectral Monitoring

DFT power spectrum analysis detects global collusion and Sybil farm patterns

RG Multi-Scale Epochs

Hierarchical blocking: fast micro-committees for proposals, macro-committees for finality

Explore Tokenomics

Phase 13

Complete (DAO + Maintainer)

Beta v1.1.0•Feature Complete

Advanced Security Measures

Multi-layered security approach protecting against all known attack vectors

Ed25519 Security

Real asymmetric signatures with persistent keypairs and full transaction verification

Sybil Protection

Spectral anomaly detection + reputation diffusion + helicity metrics detect and prevent fake identity clusters

Capture Resistance

Capital-independent consensus makes stake capture impossible—adversary needs 67% of human identities