Happy Mainframe Day!
OTD 1964: IBM announces the System/360 family. 8-bit bytes ftw!

Shown: Operator at console of Princeton's IBM/360 Model 91.

@aka_pugs Really was the beginning of the modern era of computing, starting with the normalisation of 8-bit bytes and character addressable architecture.

Well, that's all true so long as we don't mention EBCDIC 🙂

@markd They had ASCII mode, but the peripherals never got the memo.

@aka_pugs @markd ASCII mode was only about how some of the decimal arithmetic instructions behaved. For the printers, the character set was pretty arbitrary, and the Translate instruction would have allowed for easy compatibility no matter what. The real EBCDIC issue was the card reader—and per Fred Brooks, IBM wanted to go with ASCII but their big data processing customers talked them out of it.. But that's a story for another post. (And 8-bit bytes? Brooks felt that 8-bit bytes and 32-bit words was one of the most important innovations in the S/360 line. It wasn't a foregone conclusion—many scientific computing folks really wanted to stick with 36-bit words, for extra precision. IBM ran *lots* of simulations to assure everyone that 32 bit floating point was ok.)

Why yes, in grad school I did take computer architecture from Brooks…

@SteveBellovin @aka_pugs If you were on the non-EBCDIC side of the fence you got the impression that IBM sales pushed EBCDIC pretty hard as a competitive advantage - even if their engineering covertly preferred ASCII.

The 32-bit word must have been a harder-sell for the blue suits since the competition were selling 60bit and 36bit amongst other oddballs.

Fortunately the emergence of commercial customers marked the declining relevance of scientific computing... Did IBM get lucky or were they prescient?

But yeah, the S/360 definitely marked the end of the beginning of computing in multiple ways.

@markd @SteveBellovin IBM had a huge lead in commercial data processing because of their punch card business. And that world did not care about floating point. The model 91 was an ego-relief product, not a real business. IMO.

Data processing and HPC markets never converged - until maybe AI.

@aka_pugs @markd @SteveBellovin
But still, FORTRAN IV got lots of use especially on 360/50…85 in universities & R&D labs. i suspect not much on /30 /40.
I still think of 360 as a huge bet to consolidate the chaos of the 701…7094 36-bit path and the 702…7074 &1401 variable-string paths.
And for fun: I asked both Gene Amdahl & Fred Brooks why they used 24-bit addressing, ignoring high 8-bits… which caused a lot of problems/complexity later.
A: save hardware on 360/30, w/8-bit data paths.
@aka_pugs @JohnMashey @markd @SteveBellovin Huh, interesting comment on hex floating point. I’ve long thought that a controversial choice. I remember hearing an IBM numerical analyst claim that the hex floating point was “cleaner” than competing formats (this predated IEEE 754) but much literature today echoes the criticism given here that the hex format effectively shortens the significand.
@stuartmarks @aka_pugs @JohnMashey @markd I checked what Blaauw and Brooks said about the S/360 floating point architecture. "The use of a hexadecimal base was intended to speed up the implementation, yet the resulting loss of precision was underestimated. The absence of a guard digit in the 64-bit format had to be corrected soon after the first machines were delivered."
@SteveBellovin @aka_pugs @JohnMashey @markd Very interesting. I’ve always suspected (or maybe I heard somewhere long ago) that the hex floating point was done for speed. I’m trying to understand why it would be faster. I’m guessing that most FP ops require a lot of shifting, and shifting by 4 bit places at a time would require fewer cycles than shifting 1 bit place at a time, but perhaps the folks here would know more.
IBM hexadecimal floating-point - Wikipedia

@JohnMashey @SteveBellovin @aka_pugs @markd Ah, the “Motivation” section on that page covers it. Thank you.
@stuartmarks @JohnMashey @aka_pugs @markd What I’d add: their book notes that shifting for normalization was the most expensive part of addition and subtraction, especially back then when you couldn’t afford a fast shifter on the lower-end models.