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gnumeric package

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  1. Hardy (8.04)
  2. Template “gnumeric-functions”
  3. Maithili (mai)
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635.
@FUNCTION=NT_D
@SYNTAX=NT_D(n)
@DESCRIPTION=NT_D function calculates the number of divisors of @n.

@EXAMPLES=
@SEEALSO=ITHPRIME, NT_PHI, NT_SIGMA
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636.
@FUNCTION=NT_SIGMA
@SYNTAX=NT_SIGMA(n)
@DESCRIPTION=NT_SIGMA function calculates the sum of the divisors of @n.

@EXAMPLES=
@SEEALSO=NT_D, ITHPRIME, NT_PHI
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637.
@FUNCTION=ITHPRIME
@SYNTAX=ITHPRIME(i)
@DESCRIPTION=ITHPRIME function returns the @ith prime.

@EXAMPLES=
@SEEALSO=NT_D, NT_SIGMA
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638.
@FUNCTION=ISPRIME
@SYNTAX=ISPRIME(i)
@DESCRIPTION=ISPRIME function returns TRUE if @i is prime and FALSE otherwise.

@EXAMPLES=
@SEEALSO=ITHPRIME, NT_D, NT_SIGMA
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639.
@FUNCTION=PFACTOR
@SYNTAX=PFACTOR(n)
@DESCRIPTION=PFACTOR function returns the smallest prime factor of its argument.

The argument must be at least 2, or else a #VALUE! error is returned.

@EXAMPLES=
@SEEALSO=ITHPRIME
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640.
@FUNCTION=NT_PI
@SYNTAX=NT_PI(n)
@DESCRIPTION=NT_PI function returns the number of primes less than or equal to @n.

@EXAMPLES=
@SEEALSO=ITHPRIME, NT_PHI, NT_D, NT_SIGMA
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641.
@FUNCTION=BITOR
@SYNTAX=BITOR(a,b)
@DESCRIPTION=BITOR function returns bitwise or-ing of its arguments.

@EXAMPLES=
@SEEALSO=BITXOR,BITAND
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642.
@FUNCTION=BITXOR
@SYNTAX=BITXOR(a,b)
@DESCRIPTION=BITXOR function returns bitwise exclusive or-ing of its arguments.

@EXAMPLES=
@SEEALSO=BITOR,BITAND
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643.
@FUNCTION=BITAND
@SYNTAX=BITAND(a,b)
@DESCRIPTION=BITAND function returns bitwise and-ing of its arguments.

@EXAMPLES=
@SEEALSO=BITOR,BITXOR
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644.
@FUNCTION=BITLSHIFT
@SYNTAX=BITLSHIFT(x,n)
@DESCRIPTION=BITLSHIFT function returns @x bit-shifted left by @n bits.

* If @n is negative, a right shift will in effect be performed.

@EXAMPLES=
@SEEALSO=BITRSHIFT
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