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mixed arities admitted" } ], "definition_path": "src/scpn_quantum_control/kuramoto_model_conventions.py", "definition_sha256": "e5edb172fb8b37deffcfc48105141697b6bc936179e29f3f8342eb1cd35f4690", "identity": "3624d653598802c71513abc6c538a985b341cfdbecf570e88b7e67d5bec9c5fb", "schema": "kuramoto_conventions.v1", "source_owners": { "oscillatools.accel.daido_mean_field.daido_mean_field_force": { "declaration_sha256": "d5f2b7687e1d39362bcc06f3f47891f27d77324efc237f89152ff8cd656211dc", "direct_test_paths": [ "oscillatools/tests/test_daido_mean_field.py" ], "dispatch_claim": "source declarations only; availability, selected tier and parity are not measured here", "line": 153, "module_declared_dispatch_chains": { "_DAIDO_MEAN_FIELD_FORCE_CHAIN": [ { "tier": "rust", "wrapper": "oscillatools.accel.daido_mean_field._rust_daido_mean_field_force" }, { "tier": "julia", "wrapper": "oscillatools.accel.daido_mean_field._julia_daido_mean_field_force" }, { "tier": "python", "wrapper": "oscillatools.accel.daido_mean_field._python_daido_mean_field_force" } ], "_DAIDO_MEAN_FIELD_JACOBIAN_CHAIN": [ { "tier": "rust", "wrapper": "oscillatools.accel.daido_mean_field._rust_daido_mean_field_jacobian" }, { "tier": "julia", "wrapper": "oscillatools.accel.daido_mean_field._julia_daido_mean_field_jacobian" }, { "tier": "python", "wrapper": "oscillatools.accel.daido_mean_field._python_daido_mean_field_jacobian" } ] }, "path": "oscillatools/src/oscillatools/accel/daido_mean_field.py", "qualified_name": "oscillatools.accel.daido_mean_field.daido_mean_field_force", "signature": "theta: NDArray[np.float64], coupling: float, m: int", "source_sha256": "b72d21380f2ec8b1820a58a274c0e671e6a3794d07a41fd13de7da2eca78f6a3", "summary": "Daido m-th-harmonic mean-field force with multi-language dispatch." }, "oscillatools.accel.daido_mean_field.daido_mean_field_jacobian": { "declaration_sha256": "c8ba54bb6da7441d1be8b19e8ad3e48d16b90ce410ee64eff467e45c64c9c1c9", "direct_test_paths": [ "oscillatools/tests/test_daido_mean_field.py" ], "dispatch_claim": "source declarations only; availability, selected tier and parity are not measured here", "line": 192, "module_declared_dispatch_chains": { "_DAIDO_MEAN_FIELD_FORCE_CHAIN": [ { "tier": "rust", "wrapper": "oscillatools.accel.daido_mean_field._rust_daido_mean_field_force" }, { "tier": "julia", "wrapper": "oscillatools.accel.daido_mean_field._julia_daido_mean_field_force" }, { "tier": "python", "wrapper": "oscillatools.accel.daido_mean_field._python_daido_mean_field_force" } ], "_DAIDO_MEAN_FIELD_JACOBIAN_CHAIN": [ { "tier": "rust", "wrapper": "oscillatools.accel.daido_mean_field._rust_daido_mean_field_jacobian" }, { "tier": "julia", "wrapper": "oscillatools.accel.daido_mean_field._julia_daido_mean_field_jacobian" }, { "tier": "python", "wrapper": "oscillatools.accel.daido_mean_field._python_daido_mean_field_jacobian" } ] }, "path": "oscillatools/src/oscillatools/accel/daido_mean_field.py", "qualified_name": "oscillatools.accel.daido_mean_field.daido_mean_field_jacobian", "signature": "theta: NDArray[np.float64], coupling: float, m: int", "source_sha256": "b72d21380f2ec8b1820a58a274c0e671e6a3794d07a41fd13de7da2eca78f6a3", "summary": "Daido m-th-harmonic mean-field stability Jacobian with multi-language dispatch." }, "oscillatools.accel.diff_kuramoto_delayed.delayed_terminal_value_and_grad": { "declaration_sha256": "be72b466193bda7cce7c9e7471f50b65afa163db760874595834a66ad1df6b85", "direct_test_paths": [ "oscillatools/tests/test_diff_kuramoto_delayed.py" ], "dispatch_claim": "source declarations only; availability, selected tier and parity are not measured here", "line": 262, "module_declared_dispatch_chains": {}, "path": "oscillatools/src/oscillatools/accel/diff_kuramoto_delayed.py", "qualified_name": "oscillatools.accel.diff_kuramoto_delayed.delayed_terminal_value_and_grad", "signature": "initial_history: NDArray[np.float64], omega: NDArray[np.float64], coupling: NDArray[np.float64], *, delay: float, dt: float, n_steps: int, objective: DelayedTerminalObjective, objective_grad: DelayedTerminalObjectiveGrad, delay_tolerance: float=1e-09", "source_sha256": "a041ae920d73c699e2514b864968cf206dc6f11374b8053984edeab5e7388d2b", "summary": "Differentiate a terminal objective through the time-delayed Kuramoto integrator." }, "oscillatools.accel.diff_kuramoto_euler.kuramoto_euler_vjp": { "declaration_sha256": "b3f7a16e9b34b60ecdd3e48fbbc8d9a03c208ccaed89f565454f2671bb01193e", "direct_test_paths": [ "oscillatools/tests/test_diff_kuramoto_euler.py" ], "dispatch_claim": "source declarations only; availability, selected tier and parity are not measured here", "line": 330, "module_declared_dispatch_chains": { "_KURAMOTO_EULER_TRAJECTORY_CHAIN": [ { "tier": "rust", "wrapper": "oscillatools.accel.diff_kuramoto_euler._rust_kuramoto_euler_trajectory" }, { "tier": "julia", "wrapper": "oscillatools.accel.diff_kuramoto_euler._julia_kuramoto_euler_trajectory" }, { "tier": "python", "wrapper": "oscillatools.accel.diff_kuramoto_euler._python_kuramoto_euler_trajectory" } ], "_KURAMOTO_EULER_VJP_CHAIN": [ { "tier": "rust", "wrapper": "oscillatools.accel.diff_kuramoto_euler._rust_kuramoto_euler_vjp" }, { "tier": "julia", "wrapper": "oscillatools.accel.diff_kuramoto_euler._julia_kuramoto_euler_vjp" }, { "tier": "python", "wrapper": "oscillatools.accel.diff_kuramoto_euler._python_kuramoto_euler_vjp" } ] }, "path": "oscillatools/src/oscillatools/accel/diff_kuramoto_euler.py", "qualified_name": "oscillatools.accel.diff_kuramoto_euler.kuramoto_euler_vjp", "signature": "trajectory: object, coupling: object, dt: float, cotangent: object", "source_sha256": "3f9e21702f4876cd8c1fa05f2c8bb6484c4468c90fae24f7ee0bdcc5d37c5411", "summary": "Reverse-mode adjoint of the networked-Kuramoto Euler integrator." }, "oscillatools.accel.diff_kuramoto_noisy.noisy_terminal_value_and_grad": { "declaration_sha256": "ffe47a8212fbdf2a3a959ae2cfccb51b3ba4425616e70e650626a0cdba422a5c", "direct_test_paths": [ "oscillatools/tests/test_diff_kuramoto_noisy.py" ], "dispatch_claim": "source declarations only; availability, selected tier and parity are not measured here", "line": 183, "module_declared_dispatch_chains": {}, "path": "oscillatools/src/oscillatools/accel/diff_kuramoto_noisy.py", "qualified_name": "oscillatools.accel.diff_kuramoto_noisy.noisy_terminal_value_and_grad", "signature": "phases: NDArray[np.float64], omega: NDArray[np.float64], coupling: NDArray[np.float64], *, diffusion: float, dt: float, n_steps: int, seed: int, objective: NoisyTerminalObjective, objective_grad: NoisyTerminalObjectiveGrad", "source_sha256": "5160abb4d9375d4e6694479b2ff9fcbfd21d9b014c17f7e32ad9b1844816417f", "summary": "Differentiate a terminal objective through the noisy Kuramoto integrator (fixed noise)." }, "oscillatools.accel.diff_kuramoto_rk4.kuramoto_rk4_vjp": { "declaration_sha256": "e886bd2cc064119aabaaf438257db21b3c8d531ad42df69084ed32923f2bd995", "direct_test_paths": [ "oscillatools/tests/test_diff_kuramoto_rk4.py" ], "dispatch_claim": "source declarations only; availability, selected tier and parity are not measured here", "line": 392, "module_declared_dispatch_chains": { "_KURAMOTO_RK4_TRAJECTORY_CHAIN": [ { "tier": "rust", "wrapper": "oscillatools.accel.diff_kuramoto_rk4._rust_kuramoto_rk4_trajectory" }, { "tier": "julia", "wrapper": "oscillatools.accel.diff_kuramoto_rk4._julia_kuramoto_rk4_trajectory" }, { "tier": "python", "wrapper": "oscillatools.accel.diff_kuramoto_rk4._python_kuramoto_rk4_trajectory" } ], "_KURAMOTO_RK4_VJP_CHAIN": [ { "tier": "rust", "wrapper": "oscillatools.accel.diff_kuramoto_rk4._rust_kuramoto_rk4_vjp" }, { "tier": "julia", "wrapper": "oscillatools.accel.diff_kuramoto_rk4._julia_kuramoto_rk4_vjp" }, { "tier": "python", "wrapper": "oscillatools.accel.diff_kuramoto_rk4._python_kuramoto_rk4_vjp" } ] }, "path": "oscillatools/src/oscillatools/accel/diff_kuramoto_rk4.py", "qualified_name": "oscillatools.accel.diff_kuramoto_rk4.kuramoto_rk4_vjp", "signature": "trajectory: object, omega: object, coupling: object, dt: float, cotangent: object", "source_sha256": "b2a428fe79128d4764edb1307187feabaeb73f51c436028829f3b3d0a37a9f4b", "summary": "Reverse-mode adjoint of the networked-Kuramoto RK4 integrator." }, "oscillatools.accel.jax_kuramoto_delayed.jax_kuramoto_delayed_gradient": { "declaration_sha256": "6c7d09184c5796ba16bc48e0924f07f509102c614bcf21aaad158e33bbe7670b", "direct_test_paths": [ "oscillatools/tests/test_jax_kuramoto_delayed.py" ], "dispatch_claim": "source declarations only; availability, selected tier and parity are not measured here", "line": 246, "module_declared_dispatch_chains": {}, "path": "oscillatools/src/oscillatools/accel/jax_kuramoto_delayed.py", "qualified_name": "oscillatools.accel.jax_kuramoto_delayed.jax_kuramoto_delayed_gradient", "signature": "initial_history: NDArray[np.float64], omega: NDArray[np.float64], coupling: NDArray[np.float64], *, delay: float, dt: float, n_steps: int, cotangent: NDArray[np.float64], delay_tolerance: float=1e-09", "source_sha256": "f537b947b851cdb83a6b6b6c5df9d2d732efbba9cd2e3581ca7977f026ba684b", "summary": "Reverse-mode (autodiff) gradient of the delayed solve on the JAX accelerator tier." }, "oscillatools.accel.jax_kuramoto_delayed.jax_kuramoto_delayed_trajectory": { "declaration_sha256": "2ea400c26cb6e9d00eecc7dd4d1959a568cd1daee66b09fd87de0265f03ec17c", "direct_test_paths": [ "oscillatools/tests/test_jax_kuramoto_delayed.py" ], "dispatch_claim": "source declarations only; availability, selected tier and parity are not measured here", "line": 180, "module_declared_dispatch_chains": {}, "path": "oscillatools/src/oscillatools/accel/jax_kuramoto_delayed.py", "qualified_name": "oscillatools.accel.jax_kuramoto_delayed.jax_kuramoto_delayed_trajectory", "signature": "initial_history: NDArray[np.float64], omega: NDArray[np.float64], coupling: NDArray[np.float64], *, delay: float, dt: float, n_steps: int, delay_tolerance: float=1e-09", "source_sha256": "f537b947b851cdb83a6b6b6c5df9d2d732efbba9cd2e3581ca7977f026ba684b", "summary": "Forward delayed networked-Kuramoto method-of-steps trajectory on the JAX accelerator tier." }, "oscillatools.accel.kuramoto_adaptive.adaptive_vector_field": { "declaration_sha256": "ca0a1e87fde4aee0457dae45df5fc91d76c8c0e5946222e78cb1155c04d101ed", "direct_test_paths": [ "oscillatools/tests/test_kuramoto_adaptive.py" ], "dispatch_claim": "source declarations only; availability, selected tier and parity are not measured here", "line": 196, "module_declared_dispatch_chains": {}, "path": "oscillatools/src/oscillatools/accel/kuramoto_adaptive.py", "qualified_name": "oscillatools.accel.kuramoto_adaptive.adaptive_vector_field", "signature": "phases: NDArray[np.float64], coupling: NDArray[np.float64], omega: NDArray[np.float64], force: AdaptivePhaseForce, plasticity: PlasticityRule", "source_sha256": "c3ff442c014be400c4014220e5eec3959c481af72efd25c82c15f03bf5b51793", "summary": "Return the joint vector field ``(θ̇, K̇)`` of the adaptive Kuramoto model." }, "oscillatools.accel.kuramoto_adaptive.integrate_adaptive_kuramoto": { "declaration_sha256": "2edc9544ceecebfffc8db3a1aa9a7cb87c497885ce084ff4b32ee043d51f95f2", "direct_test_paths": [ "oscillatools/tests/test_kuramoto_adaptive.py" ], "dispatch_claim": "source declarations only; availability, selected tier and parity are not measured here", "line": 331, "module_declared_dispatch_chains": {}, "path": "oscillatools/src/oscillatools/accel/kuramoto_adaptive.py", "qualified_name": "oscillatools.accel.kuramoto_adaptive.integrate_adaptive_kuramoto", "signature": "initial_phases: NDArray[np.float64], initial_coupling: NDArray[np.float64], omega: NDArray[np.float64], force: AdaptivePhaseForce, plasticity: PlasticityRule, *, dt: float, n_steps: int", "source_sha256": "c3ff442c014be400c4014220e5eec3959c481af72efd25c82c15f03bf5b51793", "summary": "Integrate the adaptive Kuramoto model by a functional RK4 on the joint ``(θ, K)`` state." }, "oscillatools.accel.kuramoto_delayed.delayed_mean_field_force": { "declaration_sha256": "da7f15f360af7b3d12ed6dd0946243f4043c820690fab3764e033b8cb8ff410c", "direct_test_paths": [ "oscillatools/tests/test_kuramoto_delayed.py" ], "dispatch_claim": "source declarations only; availability, selected tier and parity are not measured here", "line": 59, "module_declared_dispatch_chains": {}, "path": "oscillatools/src/oscillatools/accel/kuramoto_delayed.py", "qualified_name": "oscillatools.accel.kuramoto_delayed.delayed_mean_field_force", "signature": "current_phases: NDArray[np.float64], delayed_phases: NDArray[np.float64], coupling: float", "source_sha256": "7a124f0ade2b7d74c87fcf9dd8889773c6210a6c57b006ca07f8cfe05d2ce63d", "summary": "Return the delayed mean-field Kuramoto force ``F_j = (K/N) Σ_k sin(θ_k(t-τ) − θ_j(t))``." }, "oscillatools.accel.kuramoto_delayed.delayed_networked_force": { "declaration_sha256": "8b4e7d9dc804c8e67f4bdbef93496cdfd02a532efbe4557d18e8c18b04bb78bf", "direct_test_paths": [ "oscillatools/tests/test_kuramoto_delayed.py" ], "dispatch_claim": "source declarations only; availability, selected tier and parity are not measured here", "line": 97, "module_declared_dispatch_chains": {}, "path": "oscillatools/src/oscillatools/accel/kuramoto_delayed.py", "qualified_name": "oscillatools.accel.kuramoto_delayed.delayed_networked_force", "signature": "current_phases: NDArray[np.float64], delayed_phases: NDArray[np.float64], coupling_matrix: NDArray[np.float64]", "source_sha256": "7a124f0ade2b7d74c87fcf9dd8889773c6210a6c57b006ca07f8cfe05d2ce63d", "summary": "Return the delayed networked Kuramoto force ``F_j = Σ_k K_{jk} sin(θ_k(t-τ) − θ_j(t))``." }, "oscillatools.accel.kuramoto_delayed.integrate_delayed_kuramoto": { "declaration_sha256": "b2d8cccb3c6ed8e1a8b003452afc263795f5658ba99370b8b6ce4bfad14d9b46", "direct_test_paths": [ "oscillatools/tests/test_kuramoto_delayed.py" ], "dispatch_claim": "source declarations only; availability, selected tier and parity are not measured here", "line": 220, "module_declared_dispatch_chains": {}, "path": "oscillatools/src/oscillatools/accel/kuramoto_delayed.py", "qualified_name": "oscillatools.accel.kuramoto_delayed.integrate_delayed_kuramoto", "signature": "initial_history: NDArray[np.float64], omega: NDArray[np.float64], force: DelayedForce, *, delay: float, dt: float, n_steps: int, delay_tolerance: float=1e-09", "source_sha256": "7a124f0ade2b7d74c87fcf9dd8889773c6210a6c57b006ca07f8cfe05d2ce63d", "summary": "Integrate the time-delayed Kuramoto model by a delay-aware method-of-steps RK4." }, "oscillatools.accel.kuramoto_higher_order_watanabe_strogatz.integrate_higher_order_watanabe_strogatz": { "declaration_sha256": "f98c419ffb2bb457488e855c5e0af98820f5125882a770cf9d0605517b3cabfd", "direct_test_paths": [ "oscillatools/tests/test_kuramoto_higher_order_watanabe_strogatz.py" ], "dispatch_claim": "source declarations only; availability, selected tier and parity are not measured here", "line": 81, "module_declared_dispatch_chains": {}, "path": "oscillatools/src/oscillatools/accel/kuramoto_higher_order_watanabe_strogatz.py", "qualified_name": "oscillatools.accel.kuramoto_higher_order_watanabe_strogatz.integrate_higher_order_watanabe_strogatz", "signature": "initial_phases: NDArray[np.float64], *, omega: float, coupling: float, harmonic: int, dt: float, n_steps: int", "source_sha256": "65731e29a017bee16d47d6f93a74896f275ba7976d9f7f37ab02a5b5731e9c66", "summary": "Integrate the ``p``-th harmonic identical-oscillator flow by the Watanabe–Strogatz reduction." }, "oscillatools.accel.kuramoto_hyperedge.hyperedge_force": { "declaration_sha256": "112fa76bb96b903d7e9c7590b895ec0ce54bc20b0d69b14088bdd843e7f00482", "direct_test_paths": [ "oscillatools/tests/test_kuramoto_hyperedge.py" ], "dispatch_claim": "source declarations only; availability, selected tier and parity are not measured here", "line": 73, "module_declared_dispatch_chains": {}, "path": "oscillatools/src/oscillatools/accel/kuramoto_hyperedge.py", "qualified_name": "oscillatools.accel.kuramoto_hyperedge.hyperedge_force", "signature": "theta: NDArray[np.float64], hyperedges: Sequence[Sequence[int]], coupling: float | Sequence[float]", "source_sha256": "5dbb9bbd2add6f659f43ae093e5c79b0d4a04a6c76a0a7faad882fa334f84f2e", "summary": "Return the structural hypergraph force ``F_i = Σ_{e∋i} K_e sin(Σ_{k∈e} θ_k − |e| θ_i)``." }, "oscillatools.accel.kuramoto_hyperedge.hyperedge_jacobian": { "declaration_sha256": "81ccb0f9d4c0fe49d1f530dc1199ce8c87774b69a765eef44e9674c221b93425", "direct_test_paths": [ "oscillatools/tests/test_kuramoto_hyperedge.py" ], "dispatch_claim": "source declarations only; availability, selected tier and parity are not measured here", "line": 116, "module_declared_dispatch_chains": {}, "path": "oscillatools/src/oscillatools/accel/kuramoto_hyperedge.py", "qualified_name": "oscillatools.accel.kuramoto_hyperedge.hyperedge_jacobian", "signature": "theta: NDArray[np.float64], hyperedges: Sequence[Sequence[int]], coupling: float | Sequence[float]", "source_sha256": "5dbb9bbd2add6f659f43ae093e5c79b0d4a04a6c76a0a7faad882fa334f84f2e", "summary": "Return the ``(N, N)`` Jacobian of the structural hypergraph force." }, "oscillatools.accel.kuramoto_inertial.inertial_jacobian": { "declaration_sha256": "f62331ee8ed4a888e71f82e85649c6d22a94def4082b5f63d8e08d0446de3780", "direct_test_paths": [ "oscillatools/tests/test_kuramoto_inertial.py" ], "dispatch_claim": "source declarations only; availability, selected tier and parity are not measured here", "line": 199, "module_declared_dispatch_chains": {}, "path": "oscillatools/src/oscillatools/accel/kuramoto_inertial.py", "qualified_name": "oscillatools.accel.kuramoto_inertial.inertial_jacobian", "signature": "phases: NDArray[np.float64], force_jacobian: PhaseJacobian, mass: float, *, damping: float=1.0", "source_sha256": "0bb6c7529708817b1cf6d88eff55bcf21c83aa6001cbf51f04ebab42f5811308", "summary": "Return the ``2N × 2N`` Jacobian of the inertial Kuramoto phase-space vector field." }, "oscillatools.accel.kuramoto_inertial.inertial_vector_field": { "declaration_sha256": "cbc3e727905306a8ad7947f9ece6855b92d5770a1614752325ea98e5104471d0", "direct_test_paths": [ "oscillatools/tests/test_kuramoto_inertial.py" ], "dispatch_claim": "source declarations only; availability, selected tier and parity are not measured here", "line": 146, "module_declared_dispatch_chains": {}, "path": "oscillatools/src/oscillatools/accel/kuramoto_inertial.py", "qualified_name": "oscillatools.accel.kuramoto_inertial.inertial_vector_field", "signature": "phases: NDArray[np.float64], velocities: NDArray[np.float64], omega: NDArray[np.float64], force: PhaseForce, mass: float, *, damping: float=1.0", "source_sha256": "0bb6c7529708817b1cf6d88eff55bcf21c83aa6001cbf51f04ebab42f5811308", "summary": "Return the ``(θ, θ̇)`` phase-space vector field of the inertial Kuramoto model." }, "oscillatools.accel.kuramoto_inertial.integrate_inertial": { "declaration_sha256": "a9048a262d42388d2e73db2d78c1b7fed1f5ca04072f25c01473ed9cd95d2ef1", "direct_test_paths": [ "oscillatools/tests/test_kuramoto_inertial.py" ], "dispatch_claim": "source declarations only; availability, selected tier and parity are not measured here", "line": 260, "module_declared_dispatch_chains": {}, "path": "oscillatools/src/oscillatools/accel/kuramoto_inertial.py", "qualified_name": "oscillatools.accel.kuramoto_inertial.integrate_inertial", "signature": "phases: NDArray[np.float64], velocities: NDArray[np.float64], omega: NDArray[np.float64], force: PhaseForce, mass: float, *, damping: float=1.0, dt: float, n_steps: int", "source_sha256": "0bb6c7529708817b1cf6d88eff55bcf21c83aa6001cbf51f04ebab42f5811308", "summary": "Integrate the inertial Kuramoto model by a fixed-step RK4 over the ``(θ, v)`` state." }, "oscillatools.accel.kuramoto_mean_field.mean_field_force": { "declaration_sha256": "a102d58315ccb06521542d4bb556c7ddb7c95476d46717e3178184690e9cfd29", "direct_test_paths": [ "oscillatools/tests/test_kuramoto_mean_field.py" ], "dispatch_claim": "source declarations only; availability, selected tier and parity are not measured here", "line": 129, "module_declared_dispatch_chains": { "_MEAN_FIELD_FORCE_CHAIN": [ { "tier": "rust", "wrapper": "oscillatools.accel.kuramoto_mean_field._rust_mean_field_force" }, { "tier": "julia", "wrapper": "oscillatools.accel.kuramoto_mean_field._julia_mean_field_force" }, { "tier": "python", "wrapper": "oscillatools.accel.kuramoto_mean_field._python_mean_field_force" } ], "_MEAN_FIELD_JACOBIAN_CHAIN": [ { "tier": "rust", "wrapper": "oscillatools.accel.kuramoto_mean_field._rust_mean_field_jacobian" }, { "tier": "julia", "wrapper": "oscillatools.accel.kuramoto_mean_field._julia_mean_field_jacobian" }, { "tier": "python", "wrapper": "oscillatools.accel.kuramoto_mean_field._python_mean_field_jacobian" } ] }, "path": "oscillatools/src/oscillatools/accel/kuramoto_mean_field.py", "qualified_name": "oscillatools.accel.kuramoto_mean_field.mean_field_force", "signature": "theta: NDArray[np.float64], coupling: float", "source_sha256": "36a6b6eef4beaf143dac9ffa6a9c78d4a8517deb9fb2976c3adc026326df2581", "summary": "Kuramoto mean-field coupling force with multi-language dispatch." }, "oscillatools.accel.kuramoto_mean_field.mean_field_jacobian": { "declaration_sha256": "ee35f35421d8a54d140e4daa75e433ae68accf8d321ae666585a1d9449c84e9a", "direct_test_paths": [ "oscillatools/tests/test_kuramoto_mean_field.py" ], "dispatch_claim": "source declarations only; availability, selected tier and parity are not measured here", "line": 160, "module_declared_dispatch_chains": { "_MEAN_FIELD_FORCE_CHAIN": [ { "tier": "rust", "wrapper": "oscillatools.accel.kuramoto_mean_field._rust_mean_field_force" }, { "tier": "julia", "wrapper": "oscillatools.accel.kuramoto_mean_field._julia_mean_field_force" }, { "tier": "python", "wrapper": "oscillatools.accel.kuramoto_mean_field._python_mean_field_force" } ], "_MEAN_FIELD_JACOBIAN_CHAIN": [ { "tier": "rust", "wrapper": "oscillatools.accel.kuramoto_mean_field._rust_mean_field_jacobian" }, { "tier": "julia", "wrapper": "oscillatools.accel.kuramoto_mean_field._julia_mean_field_jacobian" }, { "tier": "python", "wrapper": "oscillatools.accel.kuramoto_mean_field._python_mean_field_jacobian" } ] }, "path": "oscillatools/src/oscillatools/accel/kuramoto_mean_field.py", "qualified_name": "oscillatools.accel.kuramoto_mean_field.mean_field_jacobian", "signature": "theta: NDArray[np.float64], coupling: float", "source_sha256": "36a6b6eef4beaf143dac9ffa6a9c78d4a8517deb9fb2976c3adc026326df2581", "summary": "Kuramoto synchronisation stability Jacobian with multi-language dispatch." }, "oscillatools.accel.kuramoto_noisy.integrate_noisy_kuramoto": { "declaration_sha256": "48438f81544dbaa6bd22d92e23ccb8ceb031af9c6c166211db448d4ec9845706", "direct_test_paths": [ "oscillatools/tests/test_kuramoto_noisy.py" ], "dispatch_claim": "source declarations only; availability, selected tier and parity are not measured here", "line": 143, "module_declared_dispatch_chains": {}, "path": "oscillatools/src/oscillatools/accel/kuramoto_noisy.py", "qualified_name": "oscillatools.accel.kuramoto_noisy.integrate_noisy_kuramoto", "signature": "initial_phases: NDArray[np.float64], omega: NDArray[np.float64], force: StochasticForce, *, diffusion: float, dt: float, n_steps: int, seed: int, settle_steps: int | None=None", "source_sha256": "2ecffee0ecbe402c3e1ec8a3c9e5456ae95ac874e7f0d6c97e77f9c50c7ac1ee", "summary": "Integrate the noisy Kuramoto model by a seeded Euler–Maruyama scheme." }, "oscillatools.accel.kuramoto_ott_antonsen.ott_antonsen_field": { "declaration_sha256": "aada4d348b068b6f2fc5e6e53cb1205cfae4fc96c20ec5910b1e961073c5d3fb", "direct_test_paths": [ "oscillatools/tests/test_kuramoto_ott_antonsen.py" ], "dispatch_claim": "source declarations only; availability, selected tier and parity are not measured here", "line": 118, "module_declared_dispatch_chains": {}, "path": "oscillatools/src/oscillatools/accel/kuramoto_ott_antonsen.py", "qualified_name": "oscillatools.accel.kuramoto_ott_antonsen.ott_antonsen_field", "signature": "z: complex, coupling: float, half_width: float, *, centre: float=0.0", "source_sha256": "86de2d7e07c5b13b07198ef05fc1a9524307e7606aea61bcebb4fb0e480db614", "summary": "Ott–Antonsen vector field ``ż = (iω₀ − Δ + K/2) z − (K/2) |z|² z``." }, "oscillatools.accel.kuramoto_ott_antonsen.ott_antonsen_order_parameter": { "declaration_sha256": "64da939a6d729c9087cd5e93402bc8555aa8fab31275b6fc48984544493eae0c", "direct_test_paths": [ "oscillatools/tests/test_kuramoto_ott_antonsen.py" ], "dispatch_claim": "source declarations only; availability, selected tier and parity are not measured here", "line": 189, "module_declared_dispatch_chains": {}, "path": "oscillatools/src/oscillatools/accel/kuramoto_ott_antonsen.py", "qualified_name": "oscillatools.accel.kuramoto_ott_antonsen.ott_antonsen_order_parameter", "signature": "z0: complex, coupling: float, half_width: float, dt: float, n_steps: int, *, centre: float=0.0", "source_sha256": "86de2d7e07c5b13b07198ef05fc1a9524307e7606aea61bcebb4fb0e480db614", "summary": "Modulus trajectory ``r(t) = |z(t)|`` of the reduced flow." }, "oscillatools.accel.kuramoto_ott_antonsen.ott_antonsen_terminal_order_parameter_value_and_grad": { "declaration_sha256": "5ab77026e402d013948455aa8c085ef49bf4060b95e6481c619a3782917dc136", "direct_test_paths": [ "oscillatools/tests/test_kuramoto_ott_antonsen.py" ], "dispatch_claim": "source declarations only; availability, selected tier and parity are not measured here", "line": 223, "module_declared_dispatch_chains": {}, "path": "oscillatools/src/oscillatools/accel/kuramoto_ott_antonsen.py", "qualified_name": "oscillatools.accel.kuramoto_ott_antonsen.ott_antonsen_terminal_order_parameter_value_and_grad", "signature": "z0: complex, coupling: float, half_width: float, dt: float, n_steps: int, *, centre: float=0.0", "source_sha256": "86de2d7e07c5b13b07198ef05fc1a9524307e7606aea61bcebb4fb0e480db614", "summary": "Terminal order parameter ``r(T) = |z(T)|`` and its gradient ``(∂r/∂K, ∂r/∂Δ)``." }, "oscillatools.accel.kuramoto_ott_antonsen.ott_antonsen_trajectory": { "declaration_sha256": "f58c0d69cc873dea94f3fb8af4f3ec68e74114a2410d2c429f0d3c56b782562d", "direct_test_paths": [ "oscillatools/tests/test_kuramoto_ott_antonsen.py" ], "dispatch_claim": "source declarations only; availability, selected tier and parity are not measured here", "line": 144, "module_declared_dispatch_chains": {}, "path": "oscillatools/src/oscillatools/accel/kuramoto_ott_antonsen.py", "qualified_name": "oscillatools.accel.kuramoto_ott_antonsen.ott_antonsen_trajectory", "signature": "z0: complex, coupling: float, half_width: float, dt: float, n_steps: int, *, centre: float=0.0", "source_sha256": "86de2d7e07c5b13b07198ef05fc1a9524307e7606aea61bcebb4fb0e480db614", "summary": "Integrate the reduced order-parameter flow with RK4." }, "oscillatools.accel.kuramoto_simplex_mean_field.simplex_mean_field_force": { "declaration_sha256": "4cb47ca4fbf2292ded9e887001f97edeeaa11cfe04ca50fb2a83158234238c53", "direct_test_paths": [ "oscillatools/tests/test_kuramoto_simplex_mean_field.py" ], "dispatch_claim": "source declarations only; availability, selected tier and parity are not measured here", "line": 48, "module_declared_dispatch_chains": {}, "path": "oscillatools/src/oscillatools/accel/kuramoto_simplex_mean_field.py", "qualified_name": "oscillatools.accel.kuramoto_simplex_mean_field.simplex_mean_field_force", "signature": "theta: NDArray[np.float64], coupling: float, order: int", "source_sha256": "a32db8b16733da4dbee8ff44ea487540e5ddc3a3e02f8f0779c0f7807b2a8a35", "summary": "Return the all-to-all ``p``-simplex mean-field force ``F_i = K r^p sin(p ψ − p θ_i)``." }, "oscillatools.accel.kuramoto_simplex_mean_field.simplex_mean_field_jacobian": { "declaration_sha256": "11dd1df86e7f49755272532f2b41ac5caeb0b815fcc2abbd80933468c34c8bcf", "direct_test_paths": [ "oscillatools/tests/test_kuramoto_simplex_mean_field.py" ], "dispatch_claim": "source declarations only; availability, selected tier and parity are not measured here", "line": 89, "module_declared_dispatch_chains": {}, "path": "oscillatools/src/oscillatools/accel/kuramoto_simplex_mean_field.py", "qualified_name": "oscillatools.accel.kuramoto_simplex_mean_field.simplex_mean_field_jacobian", "signature": "theta: NDArray[np.float64], coupling: float, order: int", "source_sha256": "a32db8b16733da4dbee8ff44ea487540e5ddc3a3e02f8f0779c0f7807b2a8a35", "summary": "Return the ``(N, N)`` stability Jacobian of the ``p``-simplex mean-field force." }, "oscillatools.accel.kuramoto_system.KuramotoSystem.mean_field": { "declaration_sha256": "dc855a02c966d5d4b979bc75a40adc6a71fd1b12824f4379b16ba5632cce94f9", "direct_test_paths": [ "oscillatools/tests/test_kuramoto_system.py" ], "dispatch_claim": "source declarations only; availability, selected tier and parity are not measured here", "line": 376, "module_declared_dispatch_chains": {}, "path": "oscillatools/src/oscillatools/accel/kuramoto_system.py", "qualified_name": "oscillatools.accel.kuramoto_system.KuramotoSystem.mean_field", "signature": "cls, initial_phases: NDArray[np.float64], natural_frequencies: NDArray[np.float64], coupling: float, *, frustration: float=0.0, dt: float, scheme: str='rk4'", "source_sha256": "84c57efd93b1d6aad0cfa1117a14660d4b768e04ae7eb9688e623ebcb4ef9fb5", "summary": "Build an all-to-all mean-field system from raw arrays." }, "oscillatools.accel.kuramoto_system.KuramotoSystem.networked": { "declaration_sha256": "626387ec83930e0940e1d878fab7f289af6ed761810918eb7e32be07033a90d9", "direct_test_paths": [ "oscillatools/tests/test_kuramoto_system.py" ], "dispatch_claim": "source declarations only; availability, selected tier and parity are not measured here", "line": 415, "module_declared_dispatch_chains": {}, "path": "oscillatools/src/oscillatools/accel/kuramoto_system.py", "qualified_name": "oscillatools.accel.kuramoto_system.KuramotoSystem.networked", "signature": "cls, initial_phases: NDArray[np.float64], natural_frequencies: NDArray[np.float64], coupling: NDArray[np.float64], *, frustration: float=0.0, dt: float, scheme: str='rk4'", "source_sha256": "84c57efd93b1d6aad0cfa1117a14660d4b768e04ae7eb9688e623ebcb4ef9fb5", "summary": "Build a networked/graph system from raw arrays." }, "oscillatools.accel.kuramoto_watanabe_strogatz.integrate_watanabe_strogatz": { "declaration_sha256": "3d68b06f222bad9a3aec0a6b09c5d3653d6afeafcc27855002559eb746b4f9c4", "direct_test_paths": [ "oscillatools/tests/test_kuramoto_watanabe_strogatz.py" ], "dispatch_claim": "source declarations only; availability, selected tier and parity are not measured here", "line": 144, "module_declared_dispatch_chains": {}, "path": "oscillatools/src/oscillatools/accel/kuramoto_watanabe_strogatz.py", "qualified_name": "oscillatools.accel.kuramoto_watanabe_strogatz.integrate_watanabe_strogatz", "signature": "initial_phases: NDArray[np.float64], *, omega: float, coupling: float, dt: float, n_steps: int", "source_sha256": "95dbb1bdc69bed3255437ea0b2e96325cc6b416a4b682eb83163b570529dfdf5", "summary": "Integrate the identical-oscillator mean-field Kuramoto flow by the WS reduction." }, "oscillatools.accel.kuramoto_watanabe_strogatz.watanabe_strogatz_order_parameter": { "declaration_sha256": "6eb48ee5fc4c5c7c6908a122d22b668fcf0c9cfb41332bcf0e8687fdd4dc68b4", "direct_test_paths": [ "oscillatools/tests/test_kuramoto_watanabe_strogatz.py" ], "dispatch_claim": "source declarations only; availability, selected tier and parity are not measured here", "line": 132, "module_declared_dispatch_chains": {}, "path": "oscillatools/src/oscillatools/accel/kuramoto_watanabe_strogatz.py", "qualified_name": "oscillatools.accel.kuramoto_watanabe_strogatz.watanabe_strogatz_order_parameter", "signature": "alpha: complex, beta: complex, constants: NDArray[np.complex128]", "source_sha256": "95dbb1bdc69bed3255437ea0b2e96325cc6b416a4b682eb83163b570529dfdf5", "summary": "Return the Kuramoto order parameter ``Z = N^{-1}\\sum_j w_j`` of a Möbius state." }, "oscillatools.accel.multiplex_kuramoto.integrate_multiplex": { "declaration_sha256": "866ad8ac44bafe97c5f55b019c5e41dafa2118951084bf326b7e2b16e5a7bd66", "direct_test_paths": [ "oscillatools/tests/test_multiplex_kuramoto.py" ], "dispatch_claim": "source declarations only; availability, selected tier and parity are not measured here", "line": 195, "module_declared_dispatch_chains": {}, "path": "oscillatools/src/oscillatools/accel/multiplex_kuramoto.py", "qualified_name": "oscillatools.accel.multiplex_kuramoto.integrate_multiplex", "signature": "phases: NDArray[np.float64], omega: NDArray[np.float64], intra_coupling: NDArray[np.float64], inter_coupling: NDArray[np.float64], dt: float, n_steps: int", "source_sha256": "9601cf4cb8c0a683a85ffefc82e9d51d1ffc34f6eaee91ad5d508e5214a80f81", "summary": "Integrate the multiplex Kuramoto network with classic RK4." }, "oscillatools.accel.multiplex_kuramoto.layer_order_parameters": { "declaration_sha256": "1bb00fb3eaeb70a537b21a7d498325c30ae0b04c405b44ff54e7ca91d9cb90dc", "direct_test_paths": [ "oscillatools/tests/test_multiplex_kuramoto.py" ], "dispatch_claim": "source declarations only; availability, selected tier and parity are not measured here", "line": 249, "module_declared_dispatch_chains": {}, "path": "oscillatools/src/oscillatools/accel/multiplex_kuramoto.py", "qualified_name": "oscillatools.accel.multiplex_kuramoto.layer_order_parameters", "signature": "phases: NDArray[np.float64]", "source_sha256": "9601cf4cb8c0a683a85ffefc82e9d51d1ffc34f6eaee91ad5d508e5214a80f81", "summary": "Compute the per-layer Kuramoto order-parameter magnitudes ``r_α = |⟨e^{iθ^α}⟩|`` (shape ``(L,)``)." }, "oscillatools.accel.multiplex_kuramoto.multiplex_field": { "declaration_sha256": "54cbbcfe5a84449d9e80ee4074297343fc7166325d2be381f01905789fe69541", "direct_test_paths": [ "oscillatools/tests/test_multiplex_kuramoto.py" ], "dispatch_claim": "source declarations only; availability, selected tier and parity are not measured here", "line": 113, "module_declared_dispatch_chains": {}, "path": "oscillatools/src/oscillatools/accel/multiplex_kuramoto.py", "qualified_name": "oscillatools.accel.multiplex_kuramoto.multiplex_field", "signature": "phases: NDArray[np.float64], omega: NDArray[np.float64], intra_coupling: NDArray[np.float64], inter_coupling: NDArray[np.float64]", "source_sha256": "9601cf4cb8c0a683a85ffefc82e9d51d1ffc34f6eaee91ad5d508e5214a80f81", "summary": "Evaluate the multiplex Kuramoto vector field ``θ̇`` (shape ``(L, N)``)." }, "oscillatools.accel.multiplex_kuramoto.multiplex_jacobian": { "declaration_sha256": "cbcb9e57db86cd0855052625d99e9f813b8f3b11da1d087e15b634618d2a72f2", "direct_test_paths": [ "oscillatools/tests/test_multiplex_kuramoto.py" ], "dispatch_claim": "source declarations only; 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availability, selected tier and parity are not measured here", "line": 138, "module_declared_dispatch_chains": {}, "path": "src/scpn_quantum_control/phase/xy_kuramoto.py", "qualified_name": "scpn_quantum_control.phase.xy_kuramoto.QuantumKuramotoSolver.evolve", "signature": "self, time: float, trotter_steps: int | None=None", "source_sha256": "194b8f59048efd20c63f33c224e6262f7d0d65f385c28f10c150154a0acbbb11", "summary": "Build Trotterized evolution circuit U(t) = exp(-iHt)." }, "scpn_quantum_control.phase.xy_kuramoto.QuantumKuramotoSolver.measure_order_parameter": { "declaration_sha256": "458e363516bf3a690d3d2ddc0237c10450a11faae5b6a0f8069cb3e2fab493fb", "direct_test_paths": [ "tests/test_xy_kuramoto.py" ], "dispatch_claim": "source declarations only; availability, selected tier and parity are not measured here", "line": 162, "module_declared_dispatch_chains": {}, "path": "src/scpn_quantum_control/phase/xy_kuramoto.py", "qualified_name": "scpn_quantum_control.phase.xy_kuramoto.QuantumKuramotoSolver.measure_order_parameter", "signature": "self, sv: Statevector", "source_sha256": "194b8f59048efd20c63f33c224e6262f7d0d65f385c28f10c150154a0acbbb11", "summary": "Compute Kuramoto R from qubit X,Y expectations." } } }