1 viewer

Market Graph

The whole multidimensional exchange in one live picture: assets on the ring, every position a spine from what it offers to what it wants. Fresh positions pulse, value-language positions draw dashed, matched positions glow. Answer a ballot and watch the economy grow.

Positions
0
Assets
0
Fresh
0
Expressions
0
Matched
0
Unfunded
0
SSR snapshot
live position book → market graph
0 positions0 assets0 fresh0 expressions0 matched0 unfunded

Live Economy

No positions on the book yet — submit a position below to seed the economy, or open the matching engine to watch rounds land.

Dimensionality

Rows are offer rank, columns want rank — how many distinct assets each side names. Shading is position count on a log scale; the small figure is latticeSpan (2^i−1)(2^j−1), the sub-markets a position of that shape spans. 1×1 is the classical exchange — every other cell is structure a symbol-based venue cannot express. Click a cell to filter the graph and the tables to that dimensionality.
0 of 0 placed positions live beyond 1×1 · widest single position spans 0 sub-markets · expression positions are counted under their currently collapsed flat maps (their unrealized branches ghost on the graph, not here)
Dimension window · positions per (offer rank × want rank): no data yet

New Position

Markets

no markets yet

Flows

no multi-hop flows discovered yet — run POST /lattice/run (or submit positions that only clear in a ring) and the lattice engine's settlement cycles appear here.

Persistence

Persistent homology of the want-node containment graph, swept by edge VOLUME from thickest to thinnest. Each bar runs from 0 to the volume at which its feature was born; the muted prefix is volume below the threshold where it died, the colored remainder is its lifespan — a long bar is a robust structure, a short one dies the moment one thin edge is pulled. ⟲ cycles draw solid (rings that can clear atomically); ● pools ghost (disjoint liquidity islands). Rows that bind exactly two want indices are a market — click one to filter the graph and the tables to it.
no containment graph yet — persistence needs at least one arc whose OFFER covers another position's WANT. Submit complementary positions (or run a lattice round) and the bars appear on the next poll.
no persistence bars for this book

Bridge gaps

The positions this book is MISSING. A near-miss is a settlement template whose every slot resolved except one — submit the single order named here and that route goes live. Bar length is the throughput the route would then carry; each segment is one asset of the order. ✚ new-market gaps draw solid: that pair has never traded here, so the order opens an arc as well as a route. ↺ gaps name a pair that already trades and is simply one position short of clearing a longer ring.
no containment graph yet — a gap is a template one slot short, and there are no templates until at least one arc's OFFER covers another position's WANT. Same precondition as the bars above.
no near-miss templates — every template this walk reached either settles already or is more than one position short

Sub-rate tensor

The rank-1 slice of the lattice engine's sub-rate tensor: row = an asset OFFERED, column = an asset WANTED, cell = Σ offered ÷ Σ wanted across every position naming both. Green is above 1 (more of the row asset moves than the column asset it is asked for), red below; opacity is log-symmetric, so 2× and ½× shout equally loud, and the strip along each cell is the volume standing behind it. Basket legs are summed, so a cell is a structural rate, not a unit-commensurate price. Click a cell to filter to its market.
0 asset(s) on each axis (capped at 12, picked by volume involvement) · 0 of 0 cell(s) have a classical 1×1 market on this book and filter on click; the rest are projections out of higher-rank baskets and stay unlinked · no lattice round has run, so the engine's own per-route sub-rates and ring products are not available — this grid is the rank-1 projection over the loaded book, computed with the engine's law
no two-sided positions yet — a rate needs an asset offered AND an asset wanted

Positions

no positions yet

Books

no books yet