You have claimed to be a software developer. That is usually the professional path computer science majors choose.
I have in the past and still do develop software (or web apps/sites), but I don't believe I've ever said it was my "chosen profession." Also, computer science is not my only degree in the sciences.
If you have something about the WHS to discuss, please, and by all means.
Back to the topic, here's a post I made on my site that may help some here, too:
The use of par serves two purposes.
- It plays a role in limiting “net double bogey”.
- It helps to “bake in” the difference in playing handicaps from different tees.
I’ll briefly explain both, starting with the second one first.
Baked in Tee DifferenceAssume a 5.1 index golfer has the choice to play two tees (or two 5.1 golfers want to play against each other from different tees). A tees are rated 73.4/139. B tees are rated 68.2/124. First let’s assume the par is 72 from both sets of tees. The playing handicap or course handicap (CH) from both tees are:
A: 5.1 * 139/113 + 73.4 - 72 = 7.7 = 8 CH
B: 5.1 * 124/113 + 68.2 - 72 = 1.8 = 2 CH
This is the “big difference” by adding par to the equation… but what it’s really doing is adding the course rating to the equation. The back tees play tougher than par for the scratch golfer, so it makes sense that golfers get more strokes, and vice versa for the shorter tees - they play much easier than par, so we take some strokes away.
This isn’t really different from the old way that you were supposed to handle playing from different tees except that it’s baked in to the actual course handicap. Under the old method, you’d have gotten course handicaps of the same thing— 6 — because (5.1 * 139/113) and (5.1 * 124/113) both equal 6, but then you’d have to figure out the difference between the course rating: 73.4 - 68.2 = 5 strokes someone playing from B would have to give someone playing from A.
Why is the difference now six shots when it used to be five? Because the old formula rounded twice (one rounds down to a 6, the other rounds up to 6), while the new way just rounds the one time after the course rating is included.
Again, this makes sense. Why should a 5.1 index get six strokes when they’re playing a 73.4/139 set of tees and the same six strokes when they’re playing a 68.2/125 set of tees? The use of par in this case just “bakes in” the course rating and makes it easier for players, tournament directors, etc. to conduct a fair match from different tees.
Let's assume a 1.0 plays a 5.2 and wants to play from different tees with the same par:
Old Method:
1.0 * 139/113 = 1 CH
5.2 * 124/113 = 6 CH, minus the 5 shots difference in course rating… the golfers would play each other straight up.
WHS Method:
1.0 * 139/113 + 73.4 - 72 = 3 CH
5.2 * 124/113 + 68.2 - 72 = 2 CH, so the 5.2 has to give the 1.0 a stroke.
(Again, this is because the rounding is done just once, instead of twice.) The 1.0 is only about 4 shots worse (5.2 to 1.0), and yet he’s playing a course that’s over 5 shots easier (73.4 to 68.2). So the 5.2 giving the 1.0 a shot makes sense, and it’s baked in: you just have to look at your playing handicap for those tees and away you go.
Application of NDBThe application of NDB (net double bogey) also relies on par.
I’ll keep this section fairly simple, as I’ve seen a LOT of math from the USGA, and it just works out pretty darn well overall. You can come up with examples left and right, but basically… if you’re playing an easier set of tees, you’re limited with the use of par in posting higher scores a bit more so than you used to be under the old system.
Under the old system a 13 index golfer might be a 14 from the back tees and a 12 from the front tees. People saw this as an advantage, but it really just meant that you could post almost the same score from one set of tees as you could from another, despite the forward set of tees often being 5, 6, or 7 shots easier, inflating his handicap much more quickly from the front tees.
With NDB, he can’t inflate his handicap as quickly. Let’s use the same A and B tees with a 5.1 index, and assume the par for each set of tees is 72 and 69.
Old:
A: 5.1 * 139/113 = 6 CH
B: 5.1 * 124/113 = 6 CH
Because the course rating of the B tees is 68.2, a golfer looking to inflate his handicap would definitely play the B tees. He could post the same exact score despite the course playing about five shots easier (or three shots easier, if you use par instead of the course rating).
New:
A: 5.1 * 139/113 + 73.4 - 72 = 8 CH
B: 5.1 * 125/113 + 68.2 - 69 = 5 CH
Under the new scenario, we’ve already shaved three strokes off just from the course handicap/playing handicap for that player, but an additional three shots comes off from the par because we’ve lost perhaps three par fives that become par fours (par 72 -> par 69) for the golfer. This change costs him six shots off his potential score, resulting in about the same differential if the golfer has a “bad day”:
A: (86 - 73.4) * 113/139 = 10.2 differential
B: (80 - 68.2) * 113/124 = 10.8 differential
B: (86 - 68.2) * 113/124 = 16.2 differential - OLD WAY
Here the golfer “saves” those six strokes - since “Net Double Bogey” is tied to par - and shoots about the same differential. The latter is still a bit higher, but only half a shot and nowhere near as high as the score he could have posted with the six strokes (three from the par, three from the playing handicap) added back in.
(Generally speaking, though… the NDB stuff doesn’t matter too much. Tons of studies the USGA has conducted show that the odds of a round that has ESC or NDB applied almost never actually figure into the 8 rounds that count, and the small percentage of the time they do, it’s going to amount to a small difference only.)
I hope that helps to explain things a little. It can be confusing, but the use of par is actually pretty elegant. It “bakes in” the handicaps when playing from different tees when par is the same (see also 6.2 of the handicapping manual). Few understood that they had to make this second adjustment before - look at how silly it was that two 5.2 indexes playing from A and B tees to both have 6 course handicaps. Golfers often didn’t know to subtract the difference in the course ratings, but the new system bakes that in and prints it right on the sheet you’ll read in the pro shop or locker room.
Then, for the application of NDB, the use of par (and the course rating) result in a wiser, more just application of controlling bad holes.