How can Lisp produce an iterative process from a recursive procedure?

I am starting to learn Lisp, using the SICP book. The authors mention that a procedure (i.e. function) can be recursive or iterative. Additionally, the process those procedures will generate will also be recursive or iterative, and that, surprisingly, a recursive procedure can sometimes generate an iterative process.

How can Lisp produce an iterative process from a recursive procedure?

I am starting to learn Lisp, using the SICP book. The authors mention that a procedure (i.e. function) can be recursive or iterative. Additionally, the process those procedures will generate will also be recursive or iterative, and that, surprisingly, a recursive procedure can sometimes generate an iterative process.

Is array dependence on previous terms considered recursive?

For example, take the case of Fibonacci number to calculate nth number you require n-1 and n-2 term.

Is array dependence on previous terms considered recursive?

For example, take the case of Fibonacci number to calculate nth number you require n-1 and n-2 term.

Applying the Art Gallery problem to optimal sensor placement

I am trying to design an algorithm for optimal sensor placement in a given area.

Applying the Art Gallery problem to optimal sensor placement

I am trying to design an algorithm for optimal sensor placement in a given area.

Applying the Art Gallery problem to optimal sensor placement

I am trying to design an algorithm for optimal sensor placement in a given area.

Applying the Art Gallery problem to optimal sensor placement

I am trying to design an algorithm for optimal sensor placement in a given area.

Applying the Art Gallery problem to optimal sensor placement

I am trying to design an algorithm for optimal sensor placement in a given area.

Does the Composite design pattern implement recursive behavior?

The Composite design pattern allows us to call an operation() on a ‘composite’ node in a tree structure, and this operation() will be called on all of the children, subchildren and so on.