Optimal Control/Applied Math

Optimal Control/Applied Math

F1(x1) should be the function in which it should be explained how much my knowledge
is gaining by myself according to my capacity.
The F2(x1, X2) should be the function in which it should e expl
ained how much I am
gaining because of the group knowledge and according to their contribution
The F3(x2) should be the function in which it should be explained how much the group is
gaining because of other sources according to its capacity.
The F4(x1,
X2) should be the function in which it should e explained how much the
group knowledge will increased/decreased because of my knowledge.
Requirements:
1.
Come up with the
Optimal Control
Deferential equations for the above system.
2.
Find the Hamiltonian equa
tion
3.
Find the adjoint equations
4.
Solve the adjoint Equations
5.
Write a report 3

4 pages of this showing the references and how did you solve
the problem

PLACE THIS ORDER OR A SIMILAR ORDER WITH US TODAY AND GET AN AMAZING DISCOUNT 🙂

© 2020 customphdthesis.com. All Rights Reserved. | Disclaimer: for assistance purposes only. These custom papers should be used with proper reference.