Graphs and Networks
Vertices, edges, crossings, search paths and connected systems.
Open topicBeauty in Maths
Each route gathers related visualisations, ideas and future explorations. Pick a landscape, then follow the connected pages from there.
Vertices, edges, crossings, search paths and connected systems.
Open topicCurves, gradients, areas, slope fields and motion through time.
Open topicDistributions, samples, uncertainty, point clouds and model boundaries.
Open topicForces, vectors, projectile arcs, motion trails and diagrams.
Open topicRivers, terrain, flow fields, catchments and environmental gradients.
Open topicSimple rules, branching structure, iteration and noisy order.
Open topicGrids, shears, rotations, reflections, tessellations and invariant lines.
Open topicNumber lines, modular clocks, lattice points, factors and sequences.
Open topicRecursive outlines, repeated detail, zoom paths and coastline-like curves.
Open topicCipher wheels, binary streams, keys, grids and hidden text.
Open topicWaveforms, rhythm grids, beat circles, ratios and interference.
Open topicLoops, twists, holes, knots, surfaces and continuous deformation.
Open topicProof paths, implication arrows, truth tables and impossible loops.
Open topicChoices, outcomes, payoff matrices, ballots and competing routes.
Open topicRoutes, capacities, queues, schedules and optimisation paths.
Open topicGrowth curves, compounding, uncertainty bands and risk contours.
Open topicBits, noise, compression blocks, messages, signals and channels.
Open topicClusters, axes, projections, shadows and high-dimensional structure.
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