procs1={WienerProcess[1,.5],GeometricBrownianMotionProcess[0,.1,2],BrownianBridgeProcess[0.1,{0,0},{10,2}],OrnsteinUhlenbeckProcess[0,.1,.3],CoxIngersollRossProcess[.3,.5,1,2],FractionalBrownianMotionProcess[.3],ItoProcess[\[DifferentialD]x[t]==-x[t]\[DifferentialD]t+0.5(Sqrt[1+x[t]^2])\[DifferentialD]w[t],x[t],{x,1},t,w\[Distributed]WienerProcess[]],StratonovichProcess[\[DifferentialD]x[t]==-x[t]\[DifferentialD]t+0.5(Sqrt[1+x[t]^2])\[DifferentialD]w[t],x[t],{x,1},t,w\[Distributed]WienerProcess[]]};
procs2={CompoundPoissonProcess[.8,NormalDistribution[]],CompoundRenewalProcess[GammaDistribution[2,1.7],NormalDistribution[]]};

data1=RandomFunction[#,{0,10,0.1}]&/@procs1;
data2=RandomFunction[#,{0,10}]&/@procs2;

plots1=Table[ListLinePlot[data1[[i]],PlotLabel->Head[procs1[[i]]],Filling->Axis,PlotRange->All,Ticks->None,FillingStyle->Directive[Opacity[0.5],RandomChoice[ColorData[45,"ColorList"]]]],{i,Length[procs1]}];
plots2=Table[ListLinePlot[data2[[i]],PlotLabel->Head[procs2[[i]]],Filling->Axis,PlotRange->All,InterpolationOrder->0,Ticks->None,FillingStyle->Directive[Opacity[0.5],RandomChoice[ColorData[45,"ColorList"]]]],{i,Length[procs2]}];
plots=Join[plots1,plots2]