A Harry Dym Equation Picture Gallery
By Shalosh B. Ekhad and Doron Zeilberger
- A plot of the solution with a0(t)=1, a1(t)=t, a2(t)=t/8
- A plot of the solution with a0(t)=1, a1(t)=t, a2(t)=t
- A plot of the solution with a0(t)=1, a1(t)=t^2, a2(t)=t
- A plot of the solution with a0(t)=1, a1(t)=t^3, a2(t)=t^2
- A plot of the solution with a0(t)=1, a1(t)=t^4, a2(t)=t^2
- A plot of the solution with a0(t)=1, a1(t)=t, a2(t)=t^7
- A plot of the solution with a0(t)=1, a1(t)=t^3, a2(t)=t^7
- A plot of the solution with a0(t)=1, a1(t)=t^7, a2(t)=1+t^7
- A plot of the solution with a0(t)=1, a1(t)=t, a2(t)=exp(t)
- A plot of the solution with a0(t)=1, a1(t)=t^5, a2(t)=t^10
- A plot of the solution with a0(t)=1, a1(t)=t^6, a2(t)=t^4
- A plot of the solution with a0(t)=1, a1(t)=sin(t)^2, a2(t)=cos(t)^2
- A plot of the solution with a0(t)=1, a1(t)=sech(t)^2, a2(t)=sech(t)^2
- A plot of the solution with a0(t)=exp(t), a1(t)=t , a2(t)=t
- A plot of the solution with a0(t)=1, a1(t)=t^7, a2(t)=t^7
- A plot of the solution of the KdV equation, u(x,t)= sech(x-4t)^2
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