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Operating Systems HP-UX Downloading or purchasing HP-UX for HP Integrity rx4640 Post 303028344 by gbudny on Friday 4th of January 2019 05:23:44 PM
Old 01-04-2019
Downloading or purchasing HP-UX for HP Integrity rx4640

Hi

I bought an old server hp rx4640 for 160$ on the online auction, but I do not have the cd with the operating system for it.

Can you tell me if there is any way to obtain CDs with HP-UX form HPE?
What kind of version can I get from HPE? Do I have to pay for it?

Do you I have to buy a cd with the operating system if I want to run the current version of HP-UX? In this case, can you recommend the online store where can I buy the most basic version of HP-UX? I would like to learn about HP-UX at home, so I am interested to find the cheap CD with HP-UX. Any ideas?

Last edited by gbudny; 01-04-2019 at 06:40 PM..
 

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y0(3M)																	    y0(3M)

NAME
y0(), y0f(), y0l(), y0w(), y0q(), y1(), y1f(), y1l(), y1w(), y1q(), yn(), ynf(), ynl(), ynw(), ynq() - Bessel functions of the second kind SYNOPSIS
HP Integrity Server Only DESCRIPTION
and return Bessel functions of x of the second kind of orders 0 and 1 respectively. returns the Bessel function of x of the second kind of order n. and are versions of snd each takes a argument x and returns a result. and are versions of and each takes a arguement x and returns a result. and are version of and each takes an argument x and resturns an result. and are version of and each takes a argument x and returns a result. USAGE
To use these functions, compile either with the default option or with the and options. Make sure your program includes Link in the math library by specifying on the compiler or linker command line. To use (for Integrity servers) or compile also with the option. RETURN VALUE
If x is negative or zero, and return (equal to -INFINITY). If x is NaN, and return NaN. If the correct result would overflow, and return ERRORS
No errors are defined. SEE ALSO
j0(3M), math(5). M. Abramowitz and I. Stegun, (New York: Dover Publications, 1972). STANDARDS CONFORMANCE
y0(3M)
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