function subprogram - translation to arabic
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function subprogram - translation to arabic

PERIODIC DISTRIBUTION ("FUNCTION") OF "POINT-MASS" DIRAC DELTA SAMPLING
Shah function; Sampling function; Comb function; Impulse train; Ш-function; Ш function; Shah-function; Sha-function; Sha function

function subprogram      
برنامج فرعي وظيفي
procedure call         
SEQUENCE OF INSTRUCTIONS THAT CAN BE CALLED FROM OTHER POINTS IN A COMPUTER PROGRAM
Function (programming); Function (Programming); Activation framework; Procedure call; Subroutines; Algorithm function; Function (computer science); Procedure (computer science); Procedure (programming); Subprogram (programming); Subprograms; Function call; Function (computing); Function computer science; Called routine; System routine; Procedure (computing); Callable unit; Sub routine; Func; Jump to subroutine; Subprogram; Leaf function; Subroutine call; Method invocation; Local variables, recursion and reentrancy; Caller (programming); Sub program; Optimization of subroutine calls; Auxiliary subroutine; Closed subroutine; Functions (programming); Subroutine; Function calls
إستدعاء الإجراء .
subprograms         
SEQUENCE OF INSTRUCTIONS THAT CAN BE CALLED FROM OTHER POINTS IN A COMPUTER PROGRAM
Function (programming); Function (Programming); Activation framework; Procedure call; Subroutines; Algorithm function; Function (computer science); Procedure (computer science); Procedure (programming); Subprogram (programming); Subprograms; Function call; Function (computing); Function computer science; Called routine; System routine; Procedure (computing); Callable unit; Sub routine; Func; Jump to subroutine; Subprogram; Leaf function; Subroutine call; Method invocation; Local variables, recursion and reentrancy; Caller (programming); Sub program; Optimization of subroutine calls; Auxiliary subroutine; Closed subroutine; Functions (programming); Subroutine; Function calls
برامج فرعية

Definition

surjective

Wikipedia

Dirac comb

In mathematics, a Dirac comb (also known as shah function, impulse train or sampling function) is a periodic function with the formula

for some given period T {\displaystyle T} . Here t is a real variable and the sum extends over all integers k. The Dirac delta function δ