Build · Initialization
Topology catalog¶
Every registered topology, graph-based and matrix-based. Each page shows the connectivity portrait, the weight matrix, the parameters, and the code to use it in a reservoir layer.
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Build a random antisymmetric (skew-symmetric) matrix :math:
A - A^\top. -
Build a deterministic banded recurrent matrix of constant weight.
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Generates a Barabási-Albert scale-free network.
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Build a block-diagonal recurrent matrix of constant-valued blocks.
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Dendrocycle + optional small-world chords on the core ring.
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Generates a complete (undirected) graph of n nodes.
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Generates a connected Erdos-Renyi graph.
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Generates a connected Watts-Strogatz graph.
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Build a simple cycle augmented with regularly spaced bidirectional jumps.
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Build a pure delay-line recurrent matrix (a single sub-diagonal).
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Build a delay line with an added backward (super-diagonal) connection.
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Construct a directed dendrocycle graph with optional small-world chords on the core ring.
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Generates an Erdos-Renyi (G(n, p)) graph.
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Build a recurrent matrix at a target spectral radius without eigvals.
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Generates a 2D Kleinberg small-world graph on an
n x ntoroidal grid. -
Build a Simple Multi-Cycle Reservoir (SMCR) topology as a NetworkX DiGraph.
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Generates a Newman-Watts-Strogatz small-world graph.
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Build a random orthogonal matrix via QR decomposition.
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Generate a random directed graph with a given density.
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Generates a regular ring-lattice graph (each node has k neighbors).
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Generates a small-world digraph with a ring and backward chords. - ring edges i -> (i+1) mod n with weight 1.0 - backward chords i -> (i - L
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Build a unidirectional cycle with a self-loop on every node.
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Build a unidirectional cycle (ring) recurrent matrix.
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Generate a directed cycle with bidirectional jumps.
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Generates a graph of N disconnected components (cliques) of sizes 1..N, where n = N(N+1)/2. Each clique is fully connected (or complete in t
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Build a deterministic Toeplitz recurrent matrix (constant per diagonal).
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Generates a Watts-Strogatz small-world graph.
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Create the zero (edgeless) graph with n nodes.