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"##characteristics#run#total_execution_time#max": 0.0, "##characteristics#run#total_execution_time#mean": 0.0, "##characteristics#run#total_execution_time#min": 0.0, "##characteristics#run#total_execution_time#range": 0.0, "##characteristics#run#total_execution_time#repeats": 10, "##characteristics#run#vqe_input#classical_energy#all": [ -2.8077839575399746, -2.8077839575399746, -2.8077839575399746, -2.8077839575399746, -2.8077839575399746, -2.8077839575399746, -2.8077839575399746, -2.8077839575399746, -2.8077839575399746, -2.8077839575399746 ], "##characteristics#run#vqe_input#classical_energy#all_unique": [ -2.8077839575399746 ], "##characteristics#run#vqe_input#classical_energy#center": -2.8077839575399746, "##characteristics#run#vqe_input#classical_energy#exp": -2.8077839575399746, "##characteristics#run#vqe_input#classical_energy#exp_allx": [ -2.8077839575399746 ], "##characteristics#run#vqe_input#classical_energy#exp_ally": [ 100.0 ], "##characteristics#run#vqe_input#classical_energy#exp_warning": "no", "##characteristics#run#vqe_input#classical_energy#halfrange": 0.0, "##characteristics#run#vqe_input#classical_energy#max": -2.8077839575399746, "##characteristics#run#vqe_input#classical_energy#mean": -2.8077839575399746, "##characteristics#run#vqe_input#classical_energy#min": -2.8077839575399746, "##characteristics#run#vqe_input#classical_energy#range": 0.0, "##characteristics#run#vqe_input#classical_energy#range_percent": -0.0, "##characteristics#run#vqe_input#classical_energy#repeats": 10, "##characteristics#run#vqe_input#minimizer_method#all": [ "my_minimizer", "my_minimizer", "my_minimizer", "my_minimizer", "my_minimizer", "my_minimizer", "my_minimizer", "my_minimizer", "my_minimizer", "my_minimizer" ], "##characteristics#run#vqe_input#minimizer_method#all_unique": [ "my_minimizer" ], "##characteristics#run#vqe_input#minimizer_method#min": "my_minimizer", "##characteristics#run#vqe_input#minimizer_method#repeats": 10, "##characteristics#run#vqe_input#minimizer_options#maxfev#all": [ 1, 1, 1, 1, 1, 1, 1, 1, 1, 1 ], "##characteristics#run#vqe_input#minimizer_options#maxfev#all_unique": [ 1 ], "##characteristics#run#vqe_input#minimizer_options#maxfev#center": 1.0, "##characteristics#run#vqe_input#minimizer_options#maxfev#exp": 1.0, "##characteristics#run#vqe_input#minimizer_options#maxfev#exp_allx": [ 1.0 ], "##characteristics#run#vqe_input#minimizer_options#maxfev#exp_ally": [ 100.0 ], "##characteristics#run#vqe_input#minimizer_options#maxfev#exp_warning": "no", "##characteristics#run#vqe_input#minimizer_options#maxfev#halfrange": 0.0, "##characteristics#run#vqe_input#minimizer_options#maxfev#max": 1, "##characteristics#run#vqe_input#minimizer_options#maxfev#mean": 1.0, "##characteristics#run#vqe_input#minimizer_options#maxfev#min": 1, "##characteristics#run#vqe_input#minimizer_options#maxfev#range": 0, "##characteristics#run#vqe_input#minimizer_options#maxfev#range_percent": 0.0, "##characteristics#run#vqe_input#minimizer_options#maxfev#repeats": 10, "##characteristics#run#vqe_input#minimizer_src#all": [ "def my_minimizer( func, x0, my_args=(), my_options=None ):\n \"Your own attempt at writing a stochastic minimizer\"\n global invocations\n print(\"x0 is\", x0)\n para_func = mapf(func)\n invocations = 0\n def wp(*test):\n global invocations\n args = test[0][0]\n print(\"invoking with\", args)\n ret = func(args, my_args)\n print(\"evaluated as\", ret)\n invocations += SAMPLE_SZ\n return ret\n\n #inital_pts = []\n #inital_values = []\n #for x in np.linspace(0, 2*np.pi, 3):\n # for y in np.linspace(0, 2*np.pi, 3):\n # for rpt in range(5):\n # ret = func([x, y], my_args)\n # inital_pts.append((x, y))\n # inital_values.append(ret)\n # invocations += SAMPLE_SZ\n \n myProblem = GPyOpt.methods.BayesianOptimization(wp, domain=bounds,\n acquisition_type = 'MPI',\n initial_design_numdata = 25,\n Initial_design_type=\"latin\",\n evaluator_type = 'local_penalization',\n num_cores=1, batch_size=1,\n #X=np.array(inital_pts).transpose(),\n #Y=np.array([inital_values]),\n jitter=0.3)\n myProblem.run_optimization(40)\n myProblem.plot_acquisition()\n\n current_func_value = func(myProblem.x_opt, my_args)\n minimizer_output = { 'fun' : current_func_value, 'nfev' : invocations, 'nit' : 1, 'x' : myProblem.x_opt }\n return minimizer_output\n", "def my_minimizer( func, x0, my_args=(), my_options=None ):\n \"Your own attempt at writing a stochastic minimizer\"\n global invocations\n print(\"x0 is\", x0)\n para_func = mapf(func)\n invocations = 0\n def wp(*test):\n global invocations\n args = test[0][0]\n print(\"invoking with\", args)\n ret = func(args, my_args)\n print(\"evaluated as\", ret)\n invocations += SAMPLE_SZ\n return ret\n\n #inital_pts = []\n #inital_values = []\n #for x in np.linspace(0, 2*np.pi, 3):\n # for y in np.linspace(0, 2*np.pi, 3):\n # for rpt in range(5):\n # ret = func([x, y], my_args)\n # inital_pts.append((x, y))\n # inital_values.append(ret)\n # invocations += SAMPLE_SZ\n \n myProblem = GPyOpt.methods.BayesianOptimization(wp, domain=bounds,\n acquisition_type = 'MPI',\n initial_design_numdata = 25,\n Initial_design_type=\"latin\",\n evaluator_type = 'local_penalization',\n num_cores=1, batch_size=1,\n #X=np.array(inital_pts).transpose(),\n #Y=np.array([inital_values]),\n jitter=0.3)\n myProblem.run_optimization(40)\n myProblem.plot_acquisition()\n\n current_func_value = func(myProblem.x_opt, my_args)\n minimizer_output = { 'fun' : current_func_value, 'nfev' : invocations, 'nit' : 1, 'x' : myProblem.x_opt }\n return minimizer_output\n", "def my_minimizer( func, x0, my_args=(), my_options=None ):\n \"Your own attempt at writing a stochastic minimizer\"\n global invocations\n print(\"x0 is\", x0)\n para_func = mapf(func)\n invocations = 0\n def wp(*test):\n global invocations\n args = test[0][0]\n print(\"invoking with\", args)\n ret = func(args, my_args)\n print(\"evaluated as\", ret)\n invocations += SAMPLE_SZ\n return ret\n\n #inital_pts = []\n #inital_values = []\n #for x in np.linspace(0, 2*np.pi, 3):\n # for y in np.linspace(0, 2*np.pi, 3):\n # for rpt in range(5):\n # ret = func([x, y], my_args)\n # inital_pts.append((x, y))\n # inital_values.append(ret)\n # invocations += SAMPLE_SZ\n \n myProblem = GPyOpt.methods.BayesianOptimization(wp, domain=bounds,\n acquisition_type = 'MPI',\n initial_design_numdata = 25,\n Initial_design_type=\"latin\",\n evaluator_type = 'local_penalization',\n num_cores=1, batch_size=1,\n #X=np.array(inital_pts).transpose(),\n #Y=np.array([inital_values]),\n jitter=0.3)\n myProblem.run_optimization(40)\n myProblem.plot_acquisition()\n\n current_func_value = func(myProblem.x_opt, my_args)\n minimizer_output = { 'fun' : current_func_value, 'nfev' : invocations, 'nit' : 1, 'x' : myProblem.x_opt }\n return minimizer_output\n", "def my_minimizer( func, x0, my_args=(), my_options=None ):\n \"Your own attempt at writing a stochastic minimizer\"\n global invocations\n print(\"x0 is\", x0)\n para_func = mapf(func)\n invocations = 0\n def wp(*test):\n global invocations\n args = test[0][0]\n print(\"invoking with\", args)\n ret = func(args, my_args)\n print(\"evaluated as\", ret)\n invocations += SAMPLE_SZ\n return ret\n\n #inital_pts = []\n #inital_values = []\n #for x in np.linspace(0, 2*np.pi, 3):\n # for y in np.linspace(0, 2*np.pi, 3):\n # for rpt in range(5):\n # ret = func([x, y], my_args)\n # inital_pts.append((x, y))\n # inital_values.append(ret)\n # invocations += SAMPLE_SZ\n \n myProblem = GPyOpt.methods.BayesianOptimization(wp, domain=bounds,\n acquisition_type = 'MPI',\n initial_design_numdata = 25,\n Initial_design_type=\"latin\",\n evaluator_type = 'local_penalization',\n num_cores=1, batch_size=1,\n #X=np.array(inital_pts).transpose(),\n #Y=np.array([inital_values]),\n jitter=0.3)\n myProblem.run_optimization(40)\n myProblem.plot_acquisition()\n\n current_func_value = func(myProblem.x_opt, my_args)\n minimizer_output = { 'fun' : current_func_value, 'nfev' : invocations, 'nit' : 1, 'x' : myProblem.x_opt }\n return minimizer_output\n", "def my_minimizer( func, x0, my_args=(), my_options=None ):\n \"Your own attempt at writing a stochastic minimizer\"\n global invocations\n print(\"x0 is\", x0)\n para_func = mapf(func)\n invocations = 0\n def wp(*test):\n global invocations\n args = test[0][0]\n print(\"invoking with\", args)\n ret = func(args, my_args)\n print(\"evaluated as\", ret)\n invocations += SAMPLE_SZ\n return ret\n\n #inital_pts = []\n #inital_values = []\n #for x in np.linspace(0, 2*np.pi, 3):\n # for y in np.linspace(0, 2*np.pi, 3):\n # for rpt in range(5):\n # ret = func([x, y], my_args)\n # inital_pts.append((x, y))\n # inital_values.append(ret)\n # invocations += SAMPLE_SZ\n \n myProblem = GPyOpt.methods.BayesianOptimization(wp, domain=bounds,\n acquisition_type = 'MPI',\n initial_design_numdata = 25,\n Initial_design_type=\"latin\",\n evaluator_type = 'local_penalization',\n num_cores=1, batch_size=1,\n #X=np.array(inital_pts).transpose(),\n #Y=np.array([inital_values]),\n jitter=0.3)\n myProblem.run_optimization(40)\n myProblem.plot_acquisition()\n\n current_func_value = func(myProblem.x_opt, my_args)\n minimizer_output = { 'fun' : current_func_value, 'nfev' : invocations, 'nit' : 1, 'x' : myProblem.x_opt }\n return minimizer_output\n", "def my_minimizer( func, x0, my_args=(), my_options=None ):\n \"Your own attempt at writing a stochastic minimizer\"\n global invocations\n print(\"x0 is\", x0)\n para_func = mapf(func)\n invocations = 0\n def wp(*test):\n global invocations\n args = test[0][0]\n print(\"invoking with\", args)\n ret = func(args, my_args)\n print(\"evaluated as\", ret)\n invocations += SAMPLE_SZ\n return ret\n\n #inital_pts = []\n #inital_values = []\n #for x in np.linspace(0, 2*np.pi, 3):\n # for y in np.linspace(0, 2*np.pi, 3):\n # for rpt in range(5):\n # ret = func([x, y], my_args)\n # inital_pts.append((x, y))\n # inital_values.append(ret)\n # invocations += SAMPLE_SZ\n \n myProblem = GPyOpt.methods.BayesianOptimization(wp, domain=bounds,\n acquisition_type = 'MPI',\n initial_design_numdata = 25,\n Initial_design_type=\"latin\",\n evaluator_type = 'local_penalization',\n num_cores=1, batch_size=1,\n #X=np.array(inital_pts).transpose(),\n #Y=np.array([inital_values]),\n jitter=0.3)\n myProblem.run_optimization(40)\n myProblem.plot_acquisition()\n\n current_func_value = func(myProblem.x_opt, my_args)\n minimizer_output = { 'fun' : current_func_value, 'nfev' : invocations, 'nit' : 1, 'x' : myProblem.x_opt }\n return minimizer_output\n", "def my_minimizer( func, x0, my_args=(), my_options=None ):\n \"Your own attempt at writing a stochastic minimizer\"\n global invocations\n print(\"x0 is\", x0)\n para_func = mapf(func)\n invocations = 0\n def wp(*test):\n global invocations\n args = test[0][0]\n print(\"invoking with\", args)\n ret = func(args, my_args)\n print(\"evaluated as\", ret)\n invocations += SAMPLE_SZ\n return ret\n\n #inital_pts = []\n #inital_values = []\n #for x in np.linspace(0, 2*np.pi, 3):\n # for y in np.linspace(0, 2*np.pi, 3):\n # for rpt in range(5):\n # ret = func([x, y], my_args)\n # inital_pts.append((x, y))\n # inital_values.append(ret)\n # invocations += SAMPLE_SZ\n \n myProblem = GPyOpt.methods.BayesianOptimization(wp, domain=bounds,\n acquisition_type = 'MPI',\n initial_design_numdata = 25,\n Initial_design_type=\"latin\",\n evaluator_type = 'local_penalization',\n num_cores=1, batch_size=1,\n #X=np.array(inital_pts).transpose(),\n #Y=np.array([inital_values]),\n jitter=0.3)\n myProblem.run_optimization(40)\n myProblem.plot_acquisition()\n\n current_func_value = func(myProblem.x_opt, my_args)\n minimizer_output = { 'fun' : current_func_value, 'nfev' : invocations, 'nit' : 1, 'x' : myProblem.x_opt }\n return minimizer_output\n", "def my_minimizer( func, x0, my_args=(), my_options=None ):\n \"Your own attempt at writing a stochastic minimizer\"\n global invocations\n print(\"x0 is\", x0)\n para_func = mapf(func)\n invocations = 0\n def wp(*test):\n global invocations\n args = test[0][0]\n print(\"invoking with\", args)\n ret = func(args, my_args)\n print(\"evaluated as\", ret)\n invocations += SAMPLE_SZ\n return ret\n\n #inital_pts = []\n #inital_values = []\n #for x in np.linspace(0, 2*np.pi, 3):\n # for y in np.linspace(0, 2*np.pi, 3):\n # for rpt in range(5):\n # ret = func([x, y], my_args)\n # inital_pts.append((x, y))\n # inital_values.append(ret)\n # invocations += SAMPLE_SZ\n \n myProblem = GPyOpt.methods.BayesianOptimization(wp, domain=bounds,\n acquisition_type = 'MPI',\n initial_design_numdata = 25,\n Initial_design_type=\"latin\",\n evaluator_type = 'local_penalization',\n num_cores=1, batch_size=1,\n #X=np.array(inital_pts).transpose(),\n #Y=np.array([inital_values]),\n jitter=0.3)\n myProblem.run_optimization(40)\n myProblem.plot_acquisition()\n\n current_func_value = func(myProblem.x_opt, my_args)\n minimizer_output = { 'fun' : current_func_value, 'nfev' : invocations, 'nit' : 1, 'x' : myProblem.x_opt }\n return minimizer_output\n", "def my_minimizer( func, x0, my_args=(), my_options=None ):\n \"Your own attempt at writing a stochastic minimizer\"\n global invocations\n print(\"x0 is\", x0)\n para_func = mapf(func)\n invocations = 0\n def wp(*test):\n global invocations\n args = test[0][0]\n print(\"invoking with\", args)\n ret = func(args, my_args)\n print(\"evaluated as\", ret)\n invocations += SAMPLE_SZ\n return ret\n\n #inital_pts = []\n #inital_values = []\n #for x in np.linspace(0, 2*np.pi, 3):\n # for y in np.linspace(0, 2*np.pi, 3):\n # for rpt in range(5):\n # ret = func([x, y], my_args)\n # inital_pts.append((x, y))\n # inital_values.append(ret)\n # invocations += SAMPLE_SZ\n \n myProblem = GPyOpt.methods.BayesianOptimization(wp, domain=bounds,\n acquisition_type = 'MPI',\n initial_design_numdata = 25,\n Initial_design_type=\"latin\",\n evaluator_type = 'local_penalization',\n num_cores=1, batch_size=1,\n #X=np.array(inital_pts).transpose(),\n #Y=np.array([inital_values]),\n jitter=0.3)\n myProblem.run_optimization(40)\n myProblem.plot_acquisition()\n\n current_func_value = func(myProblem.x_opt, my_args)\n minimizer_output = { 'fun' : current_func_value, 'nfev' : invocations, 'nit' : 1, 'x' : myProblem.x_opt }\n return minimizer_output\n", "def my_minimizer( func, x0, my_args=(), my_options=None ):\n \"Your own attempt at writing a stochastic minimizer\"\n global invocations\n print(\"x0 is\", x0)\n para_func = mapf(func)\n invocations = 0\n def wp(*test):\n global invocations\n args = test[0][0]\n print(\"invoking with\", args)\n ret = func(args, my_args)\n print(\"evaluated as\", ret)\n invocations += SAMPLE_SZ\n return ret\n\n #inital_pts = []\n #inital_values = []\n #for x in np.linspace(0, 2*np.pi, 3):\n # for y in np.linspace(0, 2*np.pi, 3):\n # for rpt in range(5):\n # ret = func([x, y], my_args)\n # inital_pts.append((x, y))\n # inital_values.append(ret)\n # invocations += SAMPLE_SZ\n \n myProblem = GPyOpt.methods.BayesianOptimization(wp, domain=bounds,\n acquisition_type = 'MPI',\n initial_design_numdata = 25,\n Initial_design_type=\"latin\",\n evaluator_type = 'local_penalization',\n num_cores=1, batch_size=1,\n #X=np.array(inital_pts).transpose(),\n #Y=np.array([inital_values]),\n jitter=0.3)\n myProblem.run_optimization(40)\n myProblem.plot_acquisition()\n\n current_func_value = func(myProblem.x_opt, my_args)\n minimizer_output = { 'fun' : current_func_value, 'nfev' : invocations, 'nit' : 1, 'x' : myProblem.x_opt }\n return minimizer_output\n" ], "##characteristics#run#vqe_input#minimizer_src#all_unique": [ "def my_minimizer( func, x0, my_args=(), my_options=None ):\n \"Your own attempt at writing a stochastic minimizer\"\n global invocations\n print(\"x0 is\", x0)\n para_func = mapf(func)\n invocations = 0\n def wp(*test):\n global invocations\n args = test[0][0]\n print(\"invoking with\", args)\n ret = func(args, my_args)\n print(\"evaluated as\", ret)\n invocations += SAMPLE_SZ\n return ret\n\n #inital_pts = []\n #inital_values = []\n #for x in np.linspace(0, 2*np.pi, 3):\n # for y in np.linspace(0, 2*np.pi, 3):\n # for rpt in range(5):\n # ret = func([x, y], my_args)\n # inital_pts.append((x, y))\n # inital_values.append(ret)\n # invocations += SAMPLE_SZ\n \n myProblem = GPyOpt.methods.BayesianOptimization(wp, domain=bounds,\n acquisition_type = 'MPI',\n initial_design_numdata = 25,\n Initial_design_type=\"latin\",\n evaluator_type = 'local_penalization',\n num_cores=1, batch_size=1,\n #X=np.array(inital_pts).transpose(),\n #Y=np.array([inital_values]),\n jitter=0.3)\n myProblem.run_optimization(40)\n myProblem.plot_acquisition()\n\n current_func_value = func(myProblem.x_opt, my_args)\n minimizer_output = { 'fun' : current_func_value, 'nfev' : invocations, 'nit' : 1, 'x' : myProblem.x_opt }\n return minimizer_output\n" ], "##characteristics#run#vqe_input#minimizer_src#min": "def my_minimizer( func, x0, my_args=(), my_options=None ):\n \"Your own attempt at writing a stochastic minimizer\"\n global invocations\n print(\"x0 is\", x0)\n para_func = mapf(func)\n invocations = 0\n def wp(*test):\n global invocations\n args = test[0][0]\n print(\"invoking with\", args)\n ret = func(args, my_args)\n print(\"evaluated as\", ret)\n invocations += SAMPLE_SZ\n return ret\n\n #inital_pts = []\n #inital_values = []\n #for x in np.linspace(0, 2*np.pi, 3):\n # for y in np.linspace(0, 2*np.pi, 3):\n # for rpt in range(5):\n # ret = func([x, y], my_args)\n # inital_pts.append((x, y))\n # inital_values.append(ret)\n # invocations += SAMPLE_SZ\n \n myProblem = GPyOpt.methods.BayesianOptimization(wp, domain=bounds,\n acquisition_type = 'MPI',\n initial_design_numdata = 25,\n Initial_design_type=\"latin\",\n evaluator_type = 'local_penalization',\n num_cores=1, batch_size=1,\n #X=np.array(inital_pts).transpose(),\n #Y=np.array([inital_values]),\n jitter=0.3)\n myProblem.run_optimization(40)\n myProblem.plot_acquisition()\n\n current_func_value = func(myProblem.x_opt, my_args)\n minimizer_output = { 'fun' : current_func_value, 'nfev' : invocations, 'nit' : 1, 'x' : myProblem.x_opt }\n return minimizer_output\n", "##characteristics#run#vqe_input#minimizer_src#repeats": 10, "##characteristics#run#vqe_input#q_device_name#all": [ "QVM", "QVM", "QVM", "QVM", "QVM", "QVM", "QVM", "QVM", "QVM", "QVM" ], "##characteristics#run#vqe_input#q_device_name#all_unique": [ "QVM" ], "##characteristics#run#vqe_input#q_device_name#min": "QVM", "##characteristics#run#vqe_input#q_device_name#repeats": 10, "##characteristics#run#vqe_input#sample_number#all": [ 1, 1, 1, 1, 1, 1, 1, 1, 1, 1 ], "##characteristics#run#vqe_input#sample_number#all_unique": [ 1 ], "##characteristics#run#vqe_input#sample_number#center": 1.0, "##characteristics#run#vqe_input#sample_number#exp": 1.0, 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