| Sloping line y = mx + b PAN: p[0]*x+p[1] |
Symmetric Decay y = ae-b|x| PAN: p[0]*exp(-p[1]*abs(x)) |
| Two-site jump EISF y = ( 1+jo(rx) ) / 2 PAN: 0.5*(1.0+beselj(p[0]*x,0)) |
Fourth order polynomial y = ao+a1x+a2x2+a3 x3+a4x4 PAN: poly(x,[p[0],p[1],p[2],p[3],p[4]]) |
| Damped oscillation y = ae-bxcos(cx) PAN: p[0]*exp(-p[1]*x)*cos(p[2]*x) |
Series of associated Legendre polynomials y = aP20(bx) + cP41(dx) PAN: p[0]*legendre(p[1]*x,2,0)+p[2]*legendre(p[3]*x,4,1) |