Use Observer for output

Project.toml

@@ -46,7 +46,7 @@ IsApprox = "0.1.7"
 IterTools = "1.4.0"
 KrylovKit = "0.6.0"
 NamedGraphs = "0.1.11"
-Observers = "0.0.8"
+Observers = "0.2"
 Requires = "1.3"
 SimpleTraits = "0.9"
 SparseArrayKit = "0.2.1"

src/ITensorNetworks.jl

@@ -20,6 +20,7 @@ using IterTools
 using KrylovKit: KrylovKit
 using NamedGraphs
 using Observers
+using Observers.DataFrames: select!
 using Printf
 using Requires
 using SimpleTraits

src/treetensornetworks/solvers/alternating_update.jl

@@ -26,66 +26,64 @@ function process_sweeps(
   return maxdim, mindim, cutoff, noise, kwargs
 end
 
+function sweep_printer(; outputlevel, psi, sweep, sw_time)
+  if outputlevel >= 1
+    print("After sweep ", sweep, ":")
+    print(" maxlinkdim=", maxlinkdim(psi))
+    print(" cpu_time=", round(sw_time; digits=3))
+    println()
+    flush(stdout)
+  end
+end
+
 function alternating_update(
   solver,
   PH,
   psi0::AbstractTTN;
-  checkdone=nothing,
-  outputlevel=0,
-  nsweeps=1,
+  checkdone=(; kws...) -> false,
+  outputlevel::Integer=0,
+  nsweeps::Integer=1,
+  (sweep_observer!)=observer(),
+  sweep_printer=sweep_printer,
   write_when_maxdim_exceeds::Union{Int,Nothing}=nothing,
   kwargs...,
 )
   maxdim, mindim, cutoff, noise, kwargs = process_sweeps(nsweeps; kwargs...)
 
-  step_observer = get(kwargs, :step_observer!, nothing)
-
   psi = copy(psi0)
 
-  info = nothing
-  for sw in 1:nsweeps
-    if !isnothing(write_when_maxdim_exceeds) && maxdim[sw] > write_when_maxdim_exceeds
+  insert_function!(sweep_observer!, "sweep_printer" => sweep_printer)
+
+  for sweep in 1:nsweeps
+    if !isnothing(write_when_maxdim_exceeds) && maxdim[sweep] > write_when_maxdim_exceeds
       if outputlevel >= 2
         println(
-          "write_when_maxdim_exceeds = $write_when_maxdim_exceeds and maxdim(sweeps, sw) = $(maxdim(sweeps, sw)), writing environment tensors to disk",
+          "write_when_maxdim_exceeds = $write_when_maxdim_exceeds and maxdim[sweep] = $(maxdim[sweep]), writing environment tensors to disk",
         )
       end
       PH = disk(PH)
     end
 
     sw_time = @elapsed begin
-      psi, PH, info = update_step(
+      psi, PH = update_step(
         solver,
         PH,
         psi;
         outputlevel,
-        sweep=sw,
-        maxdim=maxdim[sw],
-        mindim=mindim[sw],
-        cutoff=cutoff[sw],
-        noise=noise[sw],
+        sweep,
+        maxdim=maxdim[sweep],
+        mindim=mindim[sweep],
+        cutoff=cutoff[sweep],
+        noise=noise[sweep],
         kwargs...,
       )
     end
 
-    update!(step_observer; psi, sweep=sw, outputlevel)
-
-    if outputlevel >= 1
-      print("After sweep ", sw, ":")
-      print(" maxlinkdim=", maxlinkdim(psi))
-      @printf(" maxerr=%.2E", info.maxtruncerr)
-      #print(" current_time=", round(current_time; digits=3))
-      print(" time=", round(sw_time; digits=3))
-      println()
-      flush(stdout)
-    end
+    update!(sweep_observer!; psi, sweep, sw_time, outputlevel)
 
-    isdone = false
-    if !isnothing(checkdone)
-      isdone = checkdone(; psi, sweep=sw, outputlevel, kwargs...)
-    end
-    isdone && break
+    checkdone(; psi, sweep, outputlevel, kwargs...) && break
   end
+  select!(sweep_observer!, Observers.DataFrames.Not("sweep_printer")) # remove sweep_printer
   return psi
 end
 

src/treetensornetworks/solvers/contract.jl

@@ -4,7 +4,7 @@ function contract_solver(PH, psi; kwargs...)
     v *= PH.psi0[j]
   end
   Hpsi0 = contract(PH, v)
-  return Hpsi0, nothing
+  return Hpsi0, NamedTuple()
 end
 
 function contract(

src/treetensornetworks/solvers/dmrg.jl

@@ -11,7 +11,7 @@ function eigsolve_solver(; solver_which_eigenvalue=:SR, kwargs...)
     )
     vals, vecs, info = eigsolve(H, init, howmany, which; solver_kwargs...)
     psi = vecs[1]
-    return psi, info
+    return psi, (; solver_info=info, energies=vals)
   end
   return solver
 end

src/treetensornetworks/solvers/dmrg_x.jl

@@ -4,7 +4,8 @@ function dmrg_x_solver(PH, init; kwargs...)
   u = uniqueind(U, H)
   max_overlap, max_ind = findmax(abs, array(dag(init) * U))
   U_max = U * dag(onehot(u => max_ind))
-  return U_max, nothing
+  # TODO: improve this to return the energy estimate too
+  return U_max, NamedTuple()
 end
 
 function dmrg_x(PH, init::AbstractTTN; kwargs...)

src/treetensornetworks/solvers/linsolve.jl

@@ -44,7 +44,7 @@ function linsolve(
     )
     b = dag(only(proj_mps(P)))
     x, info = KrylovKit.linsolve(P, b, x₀, a₀, a₁; solver_kwargs...)
-    return x, nothing
+    return x, NamedTuple()
   end
 
   error("`linsolve` for TTN not yet implemented.")

src/treetensornetworks/solvers/tdvp.jl

@@ -23,8 +23,8 @@ function exponentiate_solver(; kwargs...)
       eager=true,
     )
 
-    psi, info = KrylovKit.exponentiate(H, time_step, init; solver_kwargs...)
-    return psi, info
+    psi, exp_info = KrylovKit.exponentiate(H, time_step, init; solver_kwargs...)
+    return psi, (; info=exp_info)
   end
   return solver
 end
@@ -45,31 +45,25 @@ function applyexp_solver(; kwargs...)
 
     #applyexp tol is absolute, compute from tol_per_unit_time:
     tol = abs(time_step) * tol_per_unit_time
-    psi, info = applyexp(H, time_step, init; tol, solver_kwargs..., kws...)
-    return psi, info
+    psi, exp_info = applyexp(H, time_step, init; tol, solver_kwargs..., kws...)
+    return psi, (; info=exp_info)
   end
   return solver
 end
 
-function tdvp_solver(; solver_backend="exponentiate", kwargs...)
-  if solver_backend == "exponentiate"
-    return exponentiate_solver(; kwargs...)
-  elseif solver_backend == "applyexp"
-    return applyexp_solver(; kwargs...)
-  else
-    error(
-      "solver_backend=$solver_backend not recognized (options are \"applyexp\" or \"exponentiate\")",
-    )
-  end
-end
-
-function _compute_nsweeps(nsteps, t, time_step)
+function _compute_nsweeps(nsteps, t, time_step, order)
+  nsweeps_per_step = order / 2
   nsweeps = 1
   if !isnothing(nsteps) && time_step != t
     error("Cannot specify both nsteps and time_step in tdvp")
   elseif isfinite(time_step) && abs(time_step) > 0.0 && isnothing(nsteps)
-    nsweeps = convert(Int, ceil(abs(t / time_step)))
-    if !(nsweeps * time_step ≈ t)
+    nsweeps = convert(Int, nsweeps_per_step * ceil(abs(t / time_step)))
+    if !(nsweeps / nsweeps_per_step * time_step ≈ t)
+      println(
+        "Time that will be reached = nsweeps/nsweeps_per_step * time_step = ",
+        nsweeps / nsweeps_per_step * time_step,
+      )
+      println("Requested total time t = ", t)
       error("Time step $time_step not commensurate with total time t=$t")
     end
   end
@@ -118,11 +112,33 @@ function tdvp(
   nsite=2,
   nsteps=nothing,
   order::Integer=2,
+  (sweep_observer!)=observer(),
   kwargs...,
 )
-  nsweeps = _compute_nsweeps(nsteps, t, time_step)
+  nsweeps = _compute_nsweeps(nsteps, t, time_step, order)
   sweep_regions = tdvp_sweep(order, nsite, time_step, init; kwargs...)
-  return alternating_update(solver, H, init; nsweeps, sweep_regions, nsite, kwargs...)
+
+  function sweep_time_printer(; outputlevel, sweep, kwargs...)
+    if outputlevel >= 1
+      sweeps_per_step = order ÷ 2
+      if sweep % sweeps_per_step == 0
+        current_time = (sweep / sweeps_per_step) * time_step
+        println("Current time (sweep $sweep) = ", round(current_time; digits=3))
+      end
+    end
+    return nothing
+  end
+
+  insert_function!(sweep_observer!, "sweep_time_printer" => sweep_time_printer)
+
+  psi = alternating_update(
+    solver, H, init; nsweeps, sweep_observer!, sweep_regions, nsite, kwargs...
+  )
+
+  # remove sweep_time_printer from sweep_observer!
+  select!(sweep_observer!, Observers.DataFrames.Not("sweep_time_printer"))
+
+  return psi
 end
 
 """
@@ -143,6 +159,15 @@ Optional keyword arguments:
 * `observer` - object implementing the [Observer](@ref observer) interface which can perform measurements and stop early
 * `write_when_maxdim_exceeds::Int` - when the allowed maxdim exceeds this value, begin saving tensors to disk to free memory in large calculations
 """
-function tdvp(H, t::Number, init::AbstractTTN; kwargs...)
-  return tdvp(tdvp_solver(; kwargs...), H, t, init; kwargs...)
+function tdvp(H, t::Number, init::AbstractTTN; solver_backend="exponentiate", kwargs...)
+  if solver_backend == "exponentiate"
+    solver = exponentiate_solver
+  elseif solver_backend == "applyexp"
+    solver = applyexp_solver
+  else
+    error(
+      "solver_backend=$solver_backend not recognized (options are \"applyexp\" or \"exponentiate\")",
+    )
+  end
+  return tdvp(solver(; kwargs...), H, t, init; kwargs...)
 end