int fact(int n)
{if (n == 0) return 1;
return n * fact(n -1);
}
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Assembly Code Implementation of Factorial Function, Study notes of Programming Paradigms
The assembly code implementation of a recursive factorial function. The code snippet demonstrates how the function is called and executed, with the use of registers and stack memory. It is an essential resource for students and professionals studying computer architecture, operating systems, or compiler design.
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2010/2011
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intfact(i
nt n) { if(n == 0) re
turn 1; return n *
fact(n - 1
nt n) turn 1; return n *
fact(n - 1
, PC + 12
t>;
(saved pc)^
nt n) turn 1; return n *
fact(n - 1
, PC + 12
t>;
(saved pc)^
nt n) turn 1; return n *
fact(n - 1
, PC + 12
t>;
(saved pc)^
nt n) turn 1; return n *
fact(n - 1
, PC + 12
t>;
(saved pc)^
nt n) turn 1; return n *
fact(n - 1
, PC + 12
t>;
(saved pc)^
nt n) turn 1; return n *
fact(n - 1
, PC + 12
t>;
(saved pc)^
nt n) turn 1; return n *
fact(n - 1
, PC + 12
t>;
(saved pc)^
nt n) turn 1; return n *
fact(n - 1
, PC + 12
t>;
(saved pc)^
nt n) turn 1; return n *
fact(n - 1
, PC + 12
t>;
(saved pc)^
nt n) turn 1; return n *
fact(n - 1
, PC + 12
t>;
(saved pc)^
nt n) turn 1; return n *
fact(n - 1
, PC + 12
t>;
(saved pc)^
nt n) turn 1; return n *
fact(n - 1
, PC + 12
t>;
(saved pc)^
nt n) turn 1; return n *
fact(n - 1
, PC + 12
t>;
(saved pc)^