From 6b02c9aab8e3ad4b50cd3e66a0cbc1aa6b08ba00 Mon Sep 17 00:00:00 2001 From: Victor Mylle Date: Wed, 17 Apr 2024 12:55:46 +0200 Subject: [PATCH] Trying out more linear baselines --- Reports/Thesis/sections/nrv_prediction.tex | 22 +++++++-- Reports/Thesis/verslag.pdf | Bin 802284 -> 802859 bytes Reports/Thesis/verslag.synctex.gz | Bin 110394 -> 111814 bytes Reports/Thesis/verslag.tex | 2 + .../autoregressive_quantiles.py | 46 +++++++++--------- 5 files changed, 42 insertions(+), 28 deletions(-) diff --git a/Reports/Thesis/sections/nrv_prediction.tex b/Reports/Thesis/sections/nrv_prediction.tex index a8464d6..113a6f3 100644 --- a/Reports/Thesis/sections/nrv_prediction.tex +++ b/Reports/Thesis/sections/nrv_prediction.tex @@ -159,11 +159,23 @@ where: \begin{itemize} \item \( Q_{\tau}(y | \mathbf{x}) \) is the \( \tau \)-th quantile of the conditional distribution of the NRV \item \( \mathbf{X} \) is the input features (e.g. the 96 previous NRV values) - \item \(\beta_{0,\tau}, \beta_{1,\tau}, \beta_{2,\tau}, \ldots, \beta_{n,\tau} \) are the coefficients + \item \(\beta_{0,\tau}, \beta_{1,\tau}, \beta_{2,\tau}, \ldots, \beta_{n,\tau} \) are the coefficients including the bias \end{itemize} -The linear model outputs the values for the chosen quantiles. The total amount of parameters depends on the input features and the number of chosen quantiles. Assuming the input features are the 96 previous NRV values and 13 quantiles are chosen, the total amount of parameters is 96 * 13 + 13 = 1261. +The linear model outputs the values for the chosen quantiles. The total amount of parameters depends on the input features and the number of chosen quantiles. Assuming the input features are the 96 previous NRV values and 13 quantiles are chosen, the total amount of parameters is $96 * 13 + 13 = 1261$. -TODO: add results for this model - -More input features can be used as well. +\begin{table}[ht] +\centering +\begin{tabular}{@{}lccccc@{}} % Corrected to six columns +\toprule + & \multicolumn{2}{c}{MSE} & \multicolumn{2}{c}{MAE} & CRPS \\ + \cmidrule(lr){2-3} \cmidrule(lr){4-5} \cmidrule(lr){6-6} + & Train & Test & Train & Test & Test \\ +\midrule +Model 1 & 0.012 & 0.015 & 0.085 & 0.090 & 0.070 \\ +Model 2 & 0.010 & 0.013 & 0.080 & 0.085 & 0.065 \\ +Model 3 & 0.008 & 0.011 & 0.075 & 0.080 & 0.060 \\ +\bottomrule +\end{tabular} +\caption{Performance Metrics of the Model} +\end{table} \ No newline at end of file diff --git a/Reports/Thesis/verslag.pdf b/Reports/Thesis/verslag.pdf index 968d43c072c5238e07d50766e604d9e4ec231e4e..6fabd14cb02d56a02765f1ff34c8b0036dfb29e7 100644 GIT binary patch delta 222881 zcmV(+K;6IW`!K73F@S^tgaU*Ev;%?y%@=E+eY-Rui%kFtMTlM z(;m{+E>OVDVxdS8=RixeO+ca?kxbIR@0*3IN3sp4y=Z3MJidJ!;p8^K$?r29)?b#h zlXIyPLXZ)HCd->d3xt_TlrRXx&2pW5OqX+!zWMFV>3l&2POs++g44XN^SuY;^My)3 zH(6cmN)Nez*@df3QRZ3L14daFo7|uFbDie5?zgJC54Sr@Yn^ZApO$}|oO3=DjZlgd zPZm@oA(a>HU5BWUQJ7dfg_I)6f*@tM$GXCd2Shrg$PuNWeUFG@d;v>Hu$RO5+hYhk z#E?iU(PCUNi35@xB2mP_umR~qOdO54X4y;9~&9!hp1Q>ar_jqbqDk+1>Pv+-9{a*M)6I*~SCbMOE*M>!xpiQ4hZP^Zj2(gJGc|VHJBc8pcK)N5hAB z2qP|7%xG>?l=n>?+G?KFjc=JAU_*UQ6m($d$mkXU)X@G@BmH{szL~4^OR;OJUR}5O zl5Lv2YV+l=`jjAn>5G!#@p8$IH!Agvju1$_f@wvnL##nQBg}|5`3|M}>AdxbH~pS} zdPnPtq+O)BsvmE0hW8vF=)jNLZ&>yxfliS&W+-Il19O_Zb_UEXl~s|Kb=BsTXx% zrQf&3sDk|C61O~o)~?P1k8HbZ$~y3WyYcINw$HZt!U>N-e2F9phJo4Is;xOldGE|o zt^>doFj&0-wCD;1z{Ujv09m;nVe_QxxaB3bWj*?tZ{SE68jP@(|ImngVwUE!!Wjo_9r59nm|;GPQ$D*b4G52|Mw zyyA!juhHlRO%dtRQt6tQfa&>zsjdO&}mmm0{g z2lD$__<;SvxC}bV)3fQwA1f5Y+z-z$j^Qya+W_Jw&92)ymYw3O+f26nraAjS$E*#r-c5K`1*iJf5c5JI-cWm2sI<}pTjgD=1Zol7mKAm%J{Z;p` zUA1bCXAV4bJY%j}wJAuHR2f7}?TvvF_I54|ER4*&069xzpp%QGovX7Ni@cGG1%QK* z8IFQN&C(*94jZWQ^%r zP_qF38y$d>lf4zt#N|H{h`72~*gH8h{s*W6bhG@6u`|HP&JDaSBHO`!0qp&0-*jgDl~xqOr&7%Vrc>dQ2)PZ{!g8CfB!iC zf6J@O%)xB(=fU#7i2Q#Q_P_C^0Q~FTGFLnQW zza@-pEp0siyZ7HG;lKN80{_lO1!(SSW90NdQmOv?07$zS*;ty0*qPh>6S8!cu=D_$ zDp|UiSOCn7Y@C6A$JOmjflfA-e|A76d*{EM9>BoE{ol6KEG$i|?SRhC0QSFU1ODmO zf7btEXJT(^X=e^#<=_MuIXM}5!ZH83B&-}90B;t6<)2I*0HDX8(oBqY_AY-y01mD$ z-vEE^9^7BU$-@d@GB$Gh3;dhS^2av$a|ez7iLmkjn1GJ1MmGOKxB*Nye}9qsC%^$< zvin2#Us<>SO!og~{|Rs~ast}f0L@(f3G)0G_;79YLmL~Q#f7

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z5x$`)47Sv=l))6PFtW%o$m-J=d|}0HK?G!m$}!GS;wTZL$54L>ff39;=@JPE@(g7_ z+u&f4&Y(w)*S34i_BwhUCkSBH2Zzp+^H0rmrbGl5vB82gN@I$L zABhZ;JaQ_D#2|mo0~D27U1eB%!I#3!c8*UwO3jzx#lB5&~lpfH8LvIZoEf+Mip!hq8nj4!P)f>=9HGa^p-LZ&F( zniFXo%CaKhRDpur9-0h#f zJw9$$zidD4*ZXg)_m8`m&mZOQ_5Eh`akKt$zx}%T;kR1y14_QVLy330FURfE_P?7S zw#Rp$Hvd?C`1b0gV!Ju4e*J0ld|bWXJ;?(%``>>*-fcI}cbk>ny!vy!-mm`s$L6p- ztp2t6vfCdI~h3|Btv4 JJ=X(d2LPrB){FoE diff --git a/Reports/Thesis/verslag.tex b/Reports/Thesis/verslag.tex index 15b2c63..578b735 100644 --- a/Reports/Thesis/verslag.tex +++ b/Reports/Thesis/verslag.tex @@ -22,6 +22,8 @@ \usepackage{multirow} \usepackage{float} \usepackage{bbm} +\usepackage{booktabs} + \newcolumntype{C}{>{\centering\arraybackslash}X} diff --git a/src/training_scripts/autoregressive_quantiles.py b/src/training_scripts/autoregressive_quantiles.py index 425e267..6ca5b69 100644 --- a/src/training_scripts/autoregressive_quantiles.py +++ b/src/training_scripts/autoregressive_quantiles.py @@ -27,8 +27,8 @@ from src.models.time_embedding_layer import TimeEmbedding data_config = DataConfig() data_config.NRV_HISTORY = True -data_config.LOAD_HISTORY = False -data_config.LOAD_FORECAST = False +data_config.LOAD_HISTORY = True +data_config.LOAD_FORECAST = True data_config.WIND_FORECAST = False data_config.WIND_HISTORY = False @@ -125,32 +125,32 @@ trainer.plot_every(2) trainer.train(task=task, epochs=epochs, remotely=True) ### Policy Evaluation ### -idx_samples = trainer.test_set_samples -_, test_loader = trainer.data_processor.get_dataloaders( - predict_sequence_length=trainer.model.output_size, full_day_skip=False -) +# idx_samples = trainer.test_set_samples +# _, test_loader = trainer.data_processor.get_dataloaders( +# predict_sequence_length=trainer.model.output_size, full_day_skip=False +# ) # policy_evaluator.evaluate_test_set(idx_samples, test_loader) # policy_evaluator.plot_profits_table() # policy_evaluator.plot_thresholds_per_day() -optimal_penalty, profit, charge_cycles = ( - policy_evaluator.optimize_penalty_for_target_charge_cycles( - idx_samples=idx_samples, - test_loader=test_loader, - initial_penalty=1000, - target_charge_cycles=283, - initial_learning_rate=3, - max_iterations=150, - tolerance=1, - ) -) +# optimal_penalty, profit, charge_cycles = ( +# policy_evaluator.optimize_penalty_for_target_charge_cycles( +# idx_samples=idx_samples, +# test_loader=test_loader, +# initial_penalty=1000, +# target_charge_cycles=283, +# initial_learning_rate=3, +# max_iterations=150, +# tolerance=1, +# ) +# ) -print( - f"Optimal Penalty: {optimal_penalty}, Profit: {profit}, Charge Cycles: {charge_cycles}" -) -task.get_logger().report_single_value(name="Optimal Penalty", value=optimal_penalty) -task.get_logger().report_single_value(name="Optimal Profit", value=profit) -task.get_logger().report_single_value(name="Optimal Charge Cycles", value=charge_cycles) +# print( +# f"Optimal Penalty: {optimal_penalty}, Profit: {profit}, Charge Cycles: {charge_cycles}" +# ) +# task.get_logger().report_single_value(name="Optimal Penalty", value=optimal_penalty) +# task.get_logger().report_single_value(name="Optimal Profit", value=profit) +# task.get_logger().report_single_value(name="Optimal Charge Cycles", value=charge_cycles) task.close()