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all_feedback_models_nofb2.m
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all_feedback_models_nofb2.m
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%% MB Feedback network model
% Basic model: PNs -> KCs -> MBON-| FBN -> MBIN with a lateral MBN input
% from an excitatory MBON.
do_export = true;
% Common Parameters across KC->MBON weights
p.tmax = 1200;
p.t0 = 500;
p.t1 = 1000;
p.N = 7; % PN, KC, MBON, MBONL, FB, FB2, MBIN
p.tauinv = 1./[10 10 10 10 10 10 10]';
p.V0 = [0, 0, 0, 0, 0, 0, 0]';
q.k = 1.5;
q.yh = 5;
q.rel_strength = [10 10 10 10 10 10 10]';
Jpnkc = 1;
JkcmbonL = 1;
Jmbonfb = -0.5;
JmbonLfb = 0.5; % Key parameter in controlling shape of MBIN response.
Jfbfb2 = 0;
Jfbmbin = 0.4;
Jfb2fb = -0;
Jfb2mbin = 0;
tonic_activation = [0 0 0 0 2 0 4]';
% Run simulations across different KC->MBON weights, activating olfaction
Jkcs = 0:0.01:1; % Vector of KC->MBON weights to run.
stim = [10, 0, 0, 0, 0, 0, 0]'; % Stimulation vector. Only stimulate the PNs here.
mbon_max = zeros(size(Jkcs));
fb_max = zeros(size(Jkcs));
fb2_max = zeros(size(Jkcs));
mbin_max = zeros(size(Jkcs));
mbin_dyn = cell(length(Jkcs),2);
all_dat = cell(length(Jkcs),1);
% For every KC->MBON connection weight, run the ode in logistic_integration_general and record key information.
for jj = 1:length(Jkcs)
Jkcmbon = Jkcs(jj);
p.A = [ [0 0 0 0 0 0 0];... % PN input
[Jpnkc 0 0 0 0 0 0];... % KC input
[0 Jkcmbon 0 0 0 0 0];... % MBON input
[0 JkcmbonL 0 0 0 0 0];... % MBONL input
[0 0 Jmbonfb JmbonLfb Jfb2fb 0 0];... % FB input
[0 0 0 0 Jfbfb2 0 0];... % FB2 input
[0 0 0 0 Jfbmbin Jfb2mbin 0]]; % MBIN input
[r_out, t_out] = logistic_integration_general( stim, p, q, tonic_activation );
mbon_max(jj) = max(r_out(:,3));
fb_max(jj) = max(r_out(:,5));
fb2_max(jj) = max(r_out(:,6));
mbin_max(jj) = max(r_out(:,7));
tss = and( t_out > 850, t_out<900 ); % Look only within a time window after the dynamics have reached equilbrium.
mbon_ss(jj) = max(r_out(tss,3));
fb_ss(jj) = max(r_out(tss,5));
fb2_ss(jj) = max(r_out(tss,6));
mbin_ss(jj) = max(r_out(tss,7));
mbin_dyn{jj,1} = t_out;
mbin_dyn{jj,2} = r_out(:,7);
all_dat{jj} = r_out;
end
cmap_qual = cbrewer('qual','Dark2',4);
clr1d = 0.9*cbrewer('div','RdBu',length(Jkcs));
% Plot the steady state responses as a function of KC->MBON connection weight.
figure('Color','w'); hold on;
plot(Jkcs,mbon_ss / max(mbon_ss),'Color',cmap_qual(1,:),'LineWidth',2)
plot(Jkcs,fb_ss / max(fb_ss),'Color',cmap_qual(2,:),'LineWidth',2)
%plot(Jkcs,fb2_ss / max(fb2_ss),'Color',cmap_qual(4,:),'LineWidth',2)
plot(Jkcs,mbin_ss / max(mbin_ss),'Color',cmap_qual(3,:),'LineWidth',2)
plot([0.1],mbin_ss(0.1==Jkcs) / max(mbin_ss),'Marker','o','MarkerSize',10,'LineWidth',2,'Color',clr1d( 0.1==Jkcs, :) )
plot([0.5],mbin_ss(0.5==Jkcs) / max(mbin_ss),'Marker','o','MarkerSize',10,'LineWidth',2,'Color',clr1d( 0.5==Jkcs, :) )
plot([0.9],mbin_ss(0.9==Jkcs) / max(mbin_ss),'Marker','o','MarkerSize',10,'LineWidth',2,'Color',clr1d( 0.9==Jkcs, :) )
set(gca,'XDir','Reverse','TickDir','out','YTick',[0, 0.5, 1], 'YLim',[0 1] )
axis square
if do_export
export_fig('steady_state_values_fb_nofb2.pdf')
end
mbon_val = zeros(size(Jkcs));
fb_val = zeros(size(Jkcs));
fb2_val = zeros(size(Jkcs));
mbin_val = zeros(size(Jkcs));
figure('Color','w'); hold on;
for ii = 1:length(Jkcs)
if or( Jkcs(ii) == 0.1, or(Jkcs(ii) == 0.5 , Jkcs(ii) == 0.9 ) )
% plot(mbin_dyn{ii,1},mbin_dyn{ii,2} / max(max(mbin_max)),'Color',clr1d(ii,:),'LineWidth',2 )
plot(mbin_dyn{ii,1},mbin_dyn{ii,2},'Color',clr1d(ii,:),'LineWidth',2 )
end
end
axis square
set(gca,'XLim',[400 1200],'TickDir','out','YLim',[0 10]);
if do_export
export_fig('examples_nofb2.pdf')
end
%% Rerun simulation assuming lower/higher baseline FBN states (given by the value of the tonic input into the FBN)
tonic_activation_low = [0 0 0 0 2 0 4]';
tonic_activation_high = [0 0 0 0 4 0 4]';
Jkcs = 0.9;
% In these conditions, we stimulate the MBON instead of the PNs, since this is like the ChR experiments.
stim_mbon = [0, 0, 10, 0, 0, 0, 0]';
p_baseline = p;
p_baseline.A = [ [0 0 0 0 0 0 0];... % PN input
[Jpnkc 0 0 0 0 0 0];... % KC input
[0 Jkcmbon 0 0 0 0 0];... % MBON input
[0 JkcmbonL 0 0 0 0 0];... % MBONL input
[0 0 Jmbonfb JmbonLfb Jfb2fb 0 0];... % FB input
[0 0 0 0 Jfbfb2 0 0];... % FB2 input
[0 0 0 0 Jfbmbin Jfb2mbin 0]]; % MBIN input
[r_out_low, t_out_low] = logistic_integration_general( stim_mbon, p_baseline, q, tonic_activation_low );
[r_out_high, t_out_high] = logistic_integration_general( stim_mbon, p_baseline, q, tonic_activation_high );
figure('Color','w'); hold on;
plot(t_out_low,r_out_low(:,7),'Color',[0.5, 0.5, 0.5], 'LineWidth',2)
plot(t_out_high,r_out_high(:,7),'Color',[0.1, 0.1, 0.1], 'LineWidth',2)
set(gca,'XLim',[400 1200],'TickDir','out','YLim',[0 5]);
legend({'Low FBN Baseline', 'High FBN Baseline'});
if do_export
export_fig('baseline_comparison_nofb2.pdf')
end
%% Re-do the whole initial set of runs at the high baseline values.
Jpnkc = 1;
JkcmbonL = 1;
Jmbonfb = -0.5;
JmbonLfb = 0.5; % Key parameter in controlling shape of MBIN response.
Jfbfb2 = 0;
Jfbmbin = 0.4;
Jfb2fb = -0;
Jfb2mbin = 0;
tonic_activation = tonic_activation_high;
% Run simulations across different KC->MBON weights, activating olfaction
Jkcs = 0:0.01:1;
stim = [10, 0, 0, 0, 0, 0, 0]';
mbon_max = zeros(size(Jkcs));
fb_max = zeros(size(Jkcs));
fb2_max = zeros(size(Jkcs));
mbin_max = zeros(size(Jkcs));
mbin_dyn = cell(length(Jkcs),2);
all_dat = cell(length(Jkcs),1);
for jj = 1:length(Jkcs)
Jkcmbon = Jkcs(jj);
p.A = [ [0 0 0 0 0 0 0];... % PN input
[Jpnkc 0 0 0 0 0 0];... % KC input
[0 Jkcmbon 0 0 0 0 0];... % MBON input
[0 JkcmbonL 0 0 0 0 0];... % MBONL input
[0 0 Jmbonfb JmbonLfb Jfb2fb 0 0];... % FB input
[0 0 0 0 Jfbfb2 0 0];... % FB2 input
[0 0 0 0 Jfbmbin Jfb2mbin 0]]; % MBIN input
[r_out, t_out] = logistic_integration_general( stim, p, q, tonic_activation );
mbon_max(jj) = max(r_out(:,3));
fb_max(jj) = max(r_out(:,5));
fb2_max(jj) = max(r_out(:,6));
mbin_max(jj) = max(r_out(:,7));
tss = and( t_out > 850, t_out<900 ); % Steady state sampling window
mbon_ss(jj) = max(r_out(tss,3));
fb_ss(jj) = max(r_out(tss,5));
fb2_ss(jj) = max(r_out(tss,6));
mbin_ss(jj) = max(r_out(tss,7));
mbin_dyn{jj,1} = t_out;
mbin_dyn{jj,2} = r_out(:,7);
all_dat{jj} = r_out;
end
cmap_qual = cbrewer('qual','Dark2',4);
clr1d = 0.9*cbrewer('div','RdBu',length(Jkcs));
% Plot the steady state results as before.
figure('Color','w'); hold on;
plot(Jkcs,mbon_ss / max(mbon_ss),'Color',cmap_qual(1,:),'LineWidth',2)
plot(Jkcs,fb_ss / max(fb_ss),'Color',cmap_qual(2,:),'LineWidth',2)
%plot(Jkcs,fb2_ss / max(fb2_ss),'Color',cmap_qual(4,:),'LineWidth',2)
plot(Jkcs,mbin_ss / max(mbin_ss),'Color',cmap_qual(3,:),'LineWidth',2)
plot([0.1],mbin_ss(0.1==Jkcs) / max(mbin_ss),'Marker','o','MarkerSize',10,'LineWidth',2,'Color',clr1d( 0.1==Jkcs, :) )
plot([0.64],mbin_ss(0.64==Jkcs) / max(mbin_ss),'Marker','o','MarkerSize',10,'LineWidth',2,'Color',clr1d( 0.5==Jkcs, :) )
plot([0.9],mbin_ss(0.9==Jkcs) / max(mbin_ss),'Marker','o','MarkerSize',10,'LineWidth',2,'Color',clr1d( 0.9==Jkcs, :) )
set(gca,'XDir','Reverse','TickDir','out','YTick',[0, 0.5, 1], 'YLim',[0 1] )
axis square
if do_export
export_fig('high_baseline_ss_values_nofb2.pdf')
end
%%
figure('Color','w'); hold on;
for ii = 1:length(Jkcs)
if or( round(Jkcs(ii)*100) == 10, or( round(Jkcs(ii)*100) == 64 , round( Jkcs(ii)*100 ) == 90 ) )
% plot(mbin_dyn{ii,1},mbin_dyn{ii,2} / max(max(mbin_max)),'Color',clr1d(ii,:),'LineWidth',2 )
plot(mbin_dyn{ii,1},mbin_dyn{ii,2},'Color',clr1d(ii,:),'LineWidth',2 )
end
end
axis square
set(gca,'XLim',[400 1200],'TickDir','out','YLim',[0 10]);
if do_export
export_fig('high_baseline_examples_nofb2.pdf')
end