ETH Price
ETH Price
Current market price of Ethereum from CoinGecko. Auto-updates every 60 seconds.
The baseline for comparing against model valuations.
$0.00
+0.00%
Market Cap
Market Capitalization
Total value of all ETH in circulation (Price × Circulating Supply). Used in NVM ratio calculation.
Key input for network value metrics.
$0B
Metcalfe Value
Metcalfe Fair Value
Model-derived price using Metcalfe's Law (V = A × n²). Represents fair value based on network activity.
Compare to actual price to find over/undervaluation.
$0.00
Price vs Model
Price Deviation
How much current price differs from model value. Negative = undervalued, Positive = overvalued.
Key signal for identifying buying/selling opportunities.
0%
Odlyzko Floor
Odlyzko Floor
Lower bound valuation using V = B × n × log(n). Represents the conservative "utility only" value without speculation premium.
Price rarely stays below this level for long - acts as strong support.
$0.00
Conf. Lower
Confidence Band Lower
120% of Odlyzko value - the lower edge of the "most likely" trading range. Price spending time below here indicates extreme undervaluation.
Historically, ~85% of trading occurs above this level.
$0.00
Fair Value
Fair Value (√M×O)
Geometric mean of Metcalfe and Odlyzko values: √(M × O). Represents the mathematically "neutral" valuation between optimism and pessimism.
The natural equilibrium point. Price tends to oscillate around this level over full market cycles.
$0.00
Conf. Upper
Confidence Band Upper
80% of Metcalfe value - the upper edge of the "most likely" trading range. Price exceeding this indicates speculative premium.
Historically, ~85% of trading occurs below this level.
$0.00
Blended Value
Blended Value
Your custom valuation: (Weight × Metcalfe) + ((1-Weight) × Odlyzko). Adjust the Blend Weight slider to set your market outlook.
Use this as your personal "fair value" target based on your bullish/bearish stance.
$0.00
Network Metrics
400,000
200K
800K
2,500,000
500K
5M
1.0x
0.5x (Settlement)
2x (Ecosystem)
Total Adjusted DAA (n)
Total Adjusted DAA
The final 'n' value used in Metcalfe's Law. Calculated as: L1 DAA + (L2 Weight × L2 DAA). This is the network size input for all valuation formulas.
The most critical input - n² means small changes here have large impacts on valuation.
2,900,000
Model Coefficients
4.5e-2
1e-2
10e-2
25
10
100
50%
Odlyzko (Bear)
Metcalfe (Bull)
Valuation Bands Valuation Bands Chart Shows the "fair value channel" between Metcalfe (upper bound) and Odlyzko (lower bound) across different DAA levels. Current price and DAA position marked. Price tends to oscillate between these bands. Above Metcalfe = overvalued, Below Odlyzko = extremely undervalued.
Metcalfe
Odlyzko
Fair Value
Blend
Confidence
Scenario Analysis Scenario Analysis Projects ETH price based on different DAA growth assumptions. Bull (+50%), Base (+20%), Bear (-10%). Uses current Metcalfe coefficient. Helps visualize potential upside/downside based on network growth scenarios.
DAA Growth
DAA Growth Rate
Projected change in Total DAA for this scenario. Bull: +50% growth, Base: +20%, Bear: -10% decline.
+50%
Target Price
Target Price
Metcalfe-derived price if DAA reaches the projected level. Since V ∝ n², prices scale non-linearly with user growth.
$8,800
Upside
Price Upside/Downside
Percentage change from current price to target price. Positive = potential gain, Negative = potential loss.
+193%
NVM Ratio Network Value to Metcalfe Formula: ln(Market Cap) / ln(DAA²). Tracks divergence between price and user growth. Similar to P/E ratio but for networks. When this ratio spikes, price has outpaced fundamentals. When it drops, the network may be undervalued.
1.15
ln(MC) / ln(DAA²)
Buy
Neutral
Sell
Z-Score Signal NVM Z-Score Measures how many standard deviations the current NVM ratio is from its historical mean. Formula: (NVM - μ) / σ Z < -1: Buy Zone (75% historical accuracy). Z > +2: Sell Zone (82% accuracy). The primary trading signal.
-1.2
Standard Deviations
-2
-1
0
+1
+2
Historical Context
Buy Zone (Z < -1)
75% accuracy
Sell Zone (Z > 2)
82% accuracy
Model R² (2019-2024)
0.91
About This Model
Metcalfe's Law (n²)
Network value scales with the square of active users. This represents the upper bound where all connections have value - typical during bull markets.
Odlyzko's Law (n·log(n))
A more conservative model accounting for bounded human attention. Serves as the valuation floor during bear markets.
L2 Aggregation
Total DAA combines L1 and L2 users with deduplication. The weight factor adjusts for economic capture differences between layers.
Data sources: CoinGecko (price), research estimates (network metrics). For production use, integrate Dune Analytics or Glassnode for real-time DAA.