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Bal\'azs, T.\ Bringmann, \\ & J.\ Conrad, M.\ White\vspace{0.5mm}\\ \textbf{HESS} & J.\ Conrad \vspace{0.5mm}\\ -\textbf{LHCb} & M.\ Chrz\k{a}szcz, N.\ Serra\vspace{0.5mm}\\ +\textbf{LHCb} & M.\ Chrzaszcz, N.\ Serra\vspace{0.5mm}\\ \textbf{IceCube} & J.\ Edsj\"o, C.\ Savage, P.\ Scott\vspace{0.5mm}\\ \textbf{AMS-02} & A.\ Putze\vspace{0.5mm}\\ \textbf{CDMS, DM-ICE} & L. Hsu\vspace{0.5mm}\\ @@ -332,13 +332,13 @@ & P.\ Scott, C.\ Weniger, M.\ White \\ \end{tabular} \column{0.4\textwidth} -\end{columns} -\begin{textblock}{45}(73,13) + + \includegraphics[width=\linewidth]{Logo2full}\\ - \includegraphics[width=\linewidth]{GroupPhoto} -\end{textblock} + \includegraphics[width=\linewidth]{images/GroupPhoto.jpg} +\end{columns} \end{frame} \begin{frame} @@ -389,8 +389,7 @@ \begin{frame} \frametitle{Dependency Resolution} -\uncover<1> -{ + \begin{itemize} \item Module functions and backend functions get arranged into a \textbf{dependency tree} \item Starting with requested observables and likelihoods, fills each dependency and backend requirement @@ -399,12 +398,9 @@ \item $\rightarrow$ GAMBIT uses graph-theoretic methods to `solve' the graph to determine function evaluation order \end{itemize} -} -\visible<1> -{ - \includegraphics[width=\textwidth]{GAMBIT_active_functor_graph} -} + + \only<2>{ \begin{textblock}{73}(45,17) @@ -466,7 +462,29 @@ \end{itemize} \end{frame} +\begin{frame} +\frametitle{GAMBIT vs the rest -- in a nutshell} +\begin{columns} +\column{1.13\linewidth} + +\tiny +\begin{tabular}{p{12mm}|p{36mm}|p{13mm}|p{13mm}|p{12mm}|p{12mm}} +\hline +Aspect & GAMBIT & MasterCode & SuperBayeS & Fittino & Rizzo et al. \\ +\hline +\corangewhen{Design}{<2>} & \corangewhen{Modular, Adaptive}{<2>} & Monolithic & Monolithic & ($\sim$)Monolithic & Monolithic \\ +\corangewhen{Statistics}{<3>} & \corangewhen{Frequentist, Bayesian}{<3>} & Frequentist & Freq./Bayes. & Frequentist & None \\ +\corangewhen{Scanners}{<4>} & \corangewhen{Differential evolution, genetic algorithms, random forests, t-walk, t-nest, particle swarm, nested sampling, MCMC, gradient descent}{<4>} & Nested sampling, MCMC, grad.\ descent & Nested sampling, MCMC & MCMC & None (random) \\ +\corangewhen{Theories}{<5>} & \corangewhen{(p)MSSM-25, CMSSM$\pm$$\epsilon$, GMSB, AMSB, gaugino mediation, E6MSSM, NMSSM, BMSSM, PQMSSM, effective operators, iDM, XDM, ADM, UED, Higgs portals/extended Higgs sectors}{<5>} & CMSSM$\pm$$\epsilon$ & (p)MSSM-15, CMSSM$\pm$$\epsilon$, mUED & CMSSM$\pm$$\epsilon$ & (p)MSSM-19 \\ +\corangewhen{Astroparticle}{<6>} & \corangewhen{Event-level: IceCube, Fermi, LUX, XENON, CDMS, DM-ICE. Basic: $\Omega_{\rm DM}$, AMS-02, COUPP, KIMS, CRESST, CoGeNT, SIMPLE, PAMELA, Planck, HESS. Predictions: CTA, DARWIN, GAPS}{<6>} & Basic: $\Omega_{\rm DM}$, LUX, XENON & Basic: $\Omega_{\rm DM}$, Fermi, IceCube, XENON & Basic: $\Omega_{\rm DM}$, Fermi, HESS, XENON & Event-level: Fermi.\newline Basic: $\Omega_{\rm DM}$, IceCube, CTA \\ +\corangewhen{LHC}{<7>} & \corangewhen{ATLAS+CMS multi-analysis with neural net and fast detector simulation. Higgs multi-channel with correlations and no SM assumptions. Full flavour inc. complete $B\to X_sll$ and $B\to K^*ll$ angular set.}{<7>} & ATLAS resim, HiggsSignals, basic flavour. & ATLAS direct sim, Higgs mass only, basic flavour. & ATLAS resim, HiggsSignals, basic flavour. & ATLAS+CMS\newline+Tevatron direct sim, basic flavour. \\ +\corangewhen{SM, theory and related uncerts.}{<8>} & \corangewhen{$m_t$, $m_b$, $\alpha_{\rm s}$, $\alpha_{\rm EM}$, DM halo, hadronic matrix elements, detector responses, QCD+EW corrections (LHC+DM signal+BG), astro BGs, cosmic ray hadronisation, coalescence and p'gation.}{<8>} & $m_t$, $m_Z$, $\alpha_{\rm EM}$, hadronic matrix elements & $m_t$, $m_b$, $\alpha_{\rm s}$, $\alpha_{\rm EM}$, DM halo, hadronic matrix elems. & $m_t$ & None \\ +\hline +\end{tabular} +\end{columns} + +\end{frame} \begin{frame} \frametitle{Closing remarks}