From 37f76d4f1dad7d36aca003d54318ee11b5d16a2b Mon Sep 17 00:00:00 2001 From: Jonathan Berrisch Date: Sat, 24 May 2025 22:30:15 +0200 Subject: [PATCH] Add pngs's to version control --- .gitignore | 2 - apa-old-doi-prefix.csl | 687 +++++++++++++++++++++++++ assets/allisonhorst/hiding.png | Bin 0 -> 1955786 bytes assets/allisonhorst/not_normal.png | Bin 0 -> 255998 bytes assets/allisonhorst/the_beginning.png | Bin 0 -> 945455 bytes assets/logos_combined.png | Bin 0 -> 197871 bytes assets/mcrps_learning/profoc_langs.png | Bin 0 -> 25874 bytes assets/mcrps_learning/web_pres.png | Bin 0 -> 1947 bytes assets/voldep/frame.png | Bin 0 -> 1947 bytes assets/web_pres.png | Bin 0 -> 1947 bytes hemf_logo.png | Bin 0 -> 35818 bytes index.qmd | 50 +- 12 files changed, 710 insertions(+), 29 deletions(-) create mode 100644 apa-old-doi-prefix.csl create mode 100644 assets/allisonhorst/hiding.png create mode 100644 assets/allisonhorst/not_normal.png create mode 100644 assets/allisonhorst/the_beginning.png 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zXGwZp)#DIc?ei^=!@vE5Qdg|!*3}w+O1&5?SubkWGEAB6WN`F~(}l9o1eR$W0%saG zG!&_c2z$Gpb>5Stz4gtaBBQIzoY#sUQj(26AJy=RlanJYBGFc-O;%c9)zmEUA!tq#+9t4w?dWTj&n>B^LgGDbXrei`O!D& zB@11T8EA{$h=1F(VOGK`mX5i;TeUUHL|djWt^RbkL;0yMa}RS!8Y|9O(X?)%z#*OaU8TJ@70x?J zuC)+eX=Z)5{&MIA+nxN0Ww(#;a<59&5MFWZf9;Hu=~wnfuV|~gxS%Po%XiTY9j)q> zbC@4q3Az#6DQk25hlP&F#*g0SEt6N8wP)?^VcvOi>4N0~+^^1yf)~ty7Vm&oLx2~3 zfR;;wR?&0$ such that for $x>0$ i 1-e^{x} \label{eq_boa_opt_conv} \end{equation} -`r fontawesome::fa("arrow-right", fill ="#000000")` Almost optimal w.r.t *convex aggregation* \eqref{eq_optp_conv} `r Citet(my_bib, "wintenberger2017optimal")` . +`r fontawesome::fa("arrow-right", fill ="#000000")` Almost optimal w.r.t *convex aggregation* \eqref{eq_optp_conv} @wintenberger2017optimal. The same algorithm satisfies that there exist a $C>0$ such that for $x>0$ it holds that \begin{equation} @@ -551,7 +555,7 @@ for all $x_1,x_2 \in \mathbb{R}$ and $t>0$ that \mathbb{E}\left[ \left. \left( \alpha(\ell'(x_1, Y_t)(x_1 - x_2))^{2}\right)^{1/\beta} \right|\mathcal{F}_{t-1}\right] \end{align*} -`r fontawesome::fa("arrow-right", fill ="#000000")` Almost optimal w.r.t *selection* \eqref{eq_optp_select} `r Citet(my_bib, "gaillard2018efficient")`. +`r fontawesome::fa("arrow-right", fill ="#000000")` Almost optimal w.r.t *selection* \eqref{eq_optp_select} @gaillard2018efficient. ::: @@ -609,7 +613,7 @@ $\mathcal{Q}_p'' = f.$ Additionally, if $f$ is a continuous Lebesgue-density with $f\geq\gamma>0$ for some constant $\gamma>0$ on its support $\text{spt}(f)$ then is $\mathcal{Q}_p$ is $\gamma$-strongly convex. -Strong convexity with $\beta=1$ implies **A2** `r fontawesome::fa("check", fill ="#ffa600")` `r Citet(my_bib, "gaillard2018efficient")` +Strong convexity with $\beta=1$ implies **A2** `r fontawesome::fa("check", fill ="#ffa600")` @gaillard2018efficient ::: @@ -947,7 +951,7 @@ The simulation using the new DGP carried out for different algorithms (1000 runs R_{t,k} & = R_{t-1,k}(1-\xi) + \ell(\widetilde{F}_{t},Y_i) - \ell(\widehat{F}_{t,k},Y_i) \label{eq_regret_forget} \end{align*} -**Fixed Shares** `r Citet(my_bib, "herbster1998tracking")` +**Fixed Shares** @herbster1998tracking - Adding fixed shares to the weights - Shrinkage towards a constant solution @@ -1457,7 +1461,7 @@ $$\widetilde{X}_{t}=\sum_{k=1}^K w_{t,k}\widehat{X}_{t,k}$$ - The experts can be institutions, persons, or models - The forecasts can be point-forecasts (i.e., mean or median) or full predictive distributions - We do not need any assumptions concerning the underlying data -- `r Citet(my_bib, "cesa2006prediction")` +- @cesa2006prediction ::: @@ -1478,7 +1482,7 @@ The cumulative regret: - Indicates the predictive accuracy of expert $k$ until time $t$. - Measures how much the forecaster *regrets* not having followed the expert's advice -Popular loss functions for point forecasting `r Citet(my_bib, "gneiting2011making")`: +Popular loss functions for point forecasting @gneiting2011making: :::: {.columns} @@ -1517,7 +1521,7 @@ An appropriate loss: \label{eq_crps} \end{align*} -It's strictly proper `r Citet(my_bib, "gneiting2007strictly")`. +It's strictly proper @gneiting2007strictly. Using the CRPS, we can calculate time-adaptive weights $w_{t,k}$. However, what if the experts' performance varies in parts of the distribution? @@ -1550,9 +1554,9 @@ Using the CRPS, we can calculate time-adaptive weights $w_{t,k}$. However, what Convergence rates of BOA are: -`r fontawesome::fa("arrow-right", fill ="#000000")` Almost optimal w.r.t *selection* `r Citet(my_bib, "gaillard2018efficient")`. +`r fontawesome::fa("arrow-right", fill ="#000000")` Almost optimal w.r.t *selection* @gaillard2018efficient. -`r fontawesome::fa("arrow-right", fill ="#000000")` Almost optimal w.r.t *convex aggregation* `r Citet(my_bib, "wintenberger2017optimal")`. +`r fontawesome::fa("arrow-right", fill ="#000000")` Almost optimal w.r.t *convex aggregation* @wintenberger2017optimal. ::: @@ -1657,7 +1661,7 @@ knitr::include_graphics("assets/mcrps_learning/algorithm.svg") #### Data -- Day-Ahead electricity price forecasts from `r Citet(my_bib, "marcjasz2022distributional")` +- Day-Ahead electricity price forecasts from @marcjasz2022distributional - Produced using probabilistic neural networks - 24-dimensional distributional forecasts - Distribution assumptions: JSU and Normal @@ -3119,18 +3123,10 @@ Accounting for heteroscedasticity or stabilizing the variance via log transforma -`r fontawesome::fa("newspaper")` `r Citet(my_bib, "berrisch2023modeling")` +`r fontawesome::fa("newspaper")` @berrisch2023modeling ::: :::: -## References - -::: {.scrollable} - -```{r refs1, echo=FALSE, results="asis"} -PrintBibliography(my_bib, .opts = list(style = "text")) -``` - -:::: \ No newline at end of file +## References \ No newline at end of file

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