tuse symbols for figure legends - cosmo - front and backend for Markov-Chain Monte Carlo inversion of cosmogenic nuclide concentrations
 (HTM) git clone git://src.adamsgaard.dk/cosmo
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       ---
 (DIR) commit 32ff4c00e858910b495b122931ee9a10c0868844
 (DIR) parent 7fe3e86218e5769c3530ccd956ab5317b580310b
 (HTM) Author: Anders Damsgaard <anders.damsgaard@geo.au.dk>
       Date:   Thu, 19 Nov 2015 09:57:30 +0100
       
       use symbols for figure legends
       
       Diffstat:
         M matlab/generate_plots.m             |      18 ++++++++++++------
       
       1 file changed, 12 insertions(+), 6 deletions(-)
       ---
 (DIR) diff --git a/matlab/generate_plots.m b/matlab/generate_plots.m
       t@@ -237,7 +237,8 @@ for i1 = 1:M % for each model parameter
            if i1 == 1
                title(['MCMC walker ' num2str(iwalk)])
                %xlabel('Interglacial erosion rate [mm/yr]')
       -        xlabel('Interglacial erosion rate [m/Myr]')
       +        %xlabel('Interglacial erosion rate [m/Myr]')
       +        xlabel('\epsilon_{int} [m/Myr]')
                text(0.02,0.98,'a', 'Units', ...
                    'Normalized', 'VerticalAlignment', 'Top')
                epsilon_int_25(iwalk) = prctile(Ss{iwalk}.ms(i1,:)*1000., 25);
       t@@ -246,7 +247,8 @@ for i1 = 1:M % for each model parameter
                
            elseif i1 == 2
                %xlabel('Glacial erosion rate [mm/yr]')
       -        xlabel('Glacial erosion rate [m/Myr]')
       +        %xlabel('Glacial erosion rate [m/Myr]')
       +        xlabel('\epsilon_{gla} [m/Myr]')
                text(0.02,0.98,'b', 'Units', ...
                    'Normalized', 'VerticalAlignment', 'Top')
                epsilon_gla_25(iwalk) = prctile(Ss{iwalk}.ms(i1,:)*1000., 25);
       t@@ -254,7 +256,8 @@ for i1 = 1:M % for each model parameter
                epsilon_gla_75(iwalk) = prctile(Ss{iwalk}.ms(i1,:)*1000., 75);
                
            elseif i1 == 3
       -        xlabel('Timing of last deglaciation [yr]')
       +        %xlabel('Timing of last deglaciation [yr]')
       +        xlabel('$t$_{degla} [yr]')
                text(0.02,0.98,'c', 'Units', ...
                    'Normalized', 'VerticalAlignment', 'Top')
                
       t@@ -346,20 +349,23 @@ for i1 = 1:M % for each model parameter
            
            if i1 == 1
                %xlabel(['Interglacial erosion rate [mm/yr], median = ' ...
       -        xlabel(['Interglacial erosion rate [m/Myr], median = ' ...
       +        %xlabel(['Interglacial erosion rate [m/Myr], median = ' ...
       +        xlabel(['\epsilon_{int} [m/Myr], median = ' ...
                    num2str(med, 4) ' m/Myr'])
                    %num2str(med, 4) ' mm/yr'])
                text(0.02,0.98,'a', 'Units', ...
                    'Normalized', 'VerticalAlignment', 'Top')
            elseif i1 == 2
                %xlabel(['Glacial erosion rate [mm/yr], median = ' ...
       -        xlabel(['Glacial erosion rate [m/Myr], median = ' ...
       +        %xlabel(['Glacial erosion rate [m/Myr], median = ' ...
       +        xlabel(['\epsilon_{gla} [m/Myr], median = ' ...
                    num2str(med, 4) ' m/Myr'])
                    %num2str(med, 4) ' mm/yr'])
                text(0.02,0.98,'b', 'Units', ...
                    'Normalized', 'VerticalAlignment', 'Top')
            elseif i1 == 3
       -        xlabel(['Timing of last deglaciation [yr], median = ' ...
       +        %xlabel(['Timing of last deglaciation [yr], median = ' ...
       +        xlabel(['t_{degla} [yr], median = ' ...
                    num2str(med, 4) ' yr'])
                text(0.02,0.98,'c', 'Units', ...
                    'Normalized', 'VerticalAlignment', 'Top')