p = [1 0 -2 -5];
What does this order suggests you about the polynomial?
The polyder function computes the derivative of any polynomial. To obtain the derivative of the polynomial p = [1 0 -2 -5],
q = polyder(p)
Optimization is made up of two pillars that are most often used.
They are:
x = fminsearch(@(x)sin(x^2), x0);
What will this function do
Anonymous function used in optimizations are
Anonymous Functions remains us which other toolbox
(in terms of applications of making code for black scholes)
[x,fval] = fminsearch(banana,[-1.2, 1])
What can we guess about banana from this syntex which computes the minimum values and the point at which they occur.
Banana is:
function_handle (@)
This term reminds you of?
Minimizing Functions of Several Variables
Which of them seems logical seems logical