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[GSL] Code A Ro32 Day 5 / Code S Ro32 Group F - Page 79

Forum Index > StarCraft 2 Tournaments
Post a Reply
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maximuspita
Profile Joined April 2010
1093 Posts
January 07 2011 13:03 GMT
#1561
Feeling the math love! <3
Korean Air, please save Fox.
Silidons
Profile Blog Joined September 2010
United States2813 Posts
Last Edited: 2011-01-07 13:04:43
January 07 2011 13:04 GMT
#1562
On January 07 2011 21:50 Jacobs Ladder wrote:
Show nested quote +
On January 07 2011 21:47 kuroshiro wrote:
On January 07 2011 21:39 timmyfred wrote:
On January 07 2011 21:38 shaunnn wrote:
Doing a maths degree and ive literally never heard of greater infinity rofl, pretty sure thats complete bs


I have a math degree, and have also never heard of it. Why? Because the concept of infinity literally doesn't allow for anything greater than it.


Uh... some infinities are larger than others dude. I'm no maths grad so sorry for the bad example but: e.g.

inf/exp(inf) = 0

by that reasoning some infinities are `greater' than others. I'm also pretty sure that last time I spoke with a maths grad they were telling me that there's much more formal ways to prove that's the case.

Its all about limits. Think about the two functions f(x)=X and f(x)=x^2. Intuitively you know that x^2 gets bigger faster, so if you consider x^2 going to infinity and x going to infinity both of these eventually become infinity but X^2 is a bigger infinity.

(going to infinity meaning X becoming closer and closer to infinity)

That's my simplistic explanation from a engineering student thats awful at math.


http://en.wikipedia.org/wiki/Limit_(mathematics)


theres actually no such thing as a bigger infinity. f(x)=x^2 only approaches infinity faster than f(x)=x does. they will both only be infinitely approaching infinity, no such thing as a "bigger" infinity.

only in 1st yr of college but in calc I
"God fights on the side with the best artillery." - Napoleon Bonaparte
Jacobs Ladder
Profile Joined May 2010
United States1705 Posts
Last Edited: 2011-01-07 13:07:44
January 07 2011 13:05 GMT
#1563
On January 07 2011 22:01 Aquafresh wrote:
I don't think people are realizing the implications of that Ro16 graphic. It is entirely possible, probable even, that we have an IdrA vs Clide Ro16 matchup.

I want to hear what Tastosis has to say about THAT.

I love Idra, but I'm worried about him making it out of the group. If he loses against Jinro he'll be against Ensnare (who I expect to stomp Check). Ensnare may well two Rax SCV (he happily abused Reapers when they were the OP of the month) and if the maps work against him it might not be possible to defend.

On January 07 2011 22:04 Silidons wrote:
Show nested quote +
On January 07 2011 21:50 Jacobs Ladder wrote:
On January 07 2011 21:47 kuroshiro wrote:
On January 07 2011 21:39 timmyfred wrote:
On January 07 2011 21:38 shaunnn wrote:
Doing a maths degree and ive literally never heard of greater infinity rofl, pretty sure thats complete bs


I have a math degree, and have also never heard of it. Why? Because the concept of infinity literally doesn't allow for anything greater than it.


Uh... some infinities are larger than others dude. I'm no maths grad so sorry for the bad example but: e.g.

inf/exp(inf) = 0

by that reasoning some infinities are `greater' than others. I'm also pretty sure that last time I spoke with a maths grad they were telling me that there's much more formal ways to prove that's the case.

Its all about limits. Think about the two functions f(x)=X and f(x)=x^2. Intuitively you know that x^2 gets bigger faster, so if you consider x^2 going to infinity and x going to infinity both of these eventually become infinity but X^2 is a bigger infinity.

(going to infinity meaning X becoming closer and closer to infinity)

That's my simplistic explanation from a engineering student thats awful at math.


http://en.wikipedia.org/wiki/Limit_(mathematics)


theres actually no such thing as a bigger infinity. f(x)=x^2 only approaches infinity faster than f(x)=x does. they will both only be infinitely approaching infinity, no such thing as a "bigger" infinity.

only in 1st yr of college but in calc I

You are of course correct, its just a way of talking about it to people who aren't familiar with it. Its how I think about it sometimes too (for instance, when using L'hopital's rule), even though its not accurate. Like I said, even though I've had 2 years of Calc, I'm still awful at math .
shannn
Profile Blog Joined May 2010
Netherlands2891 Posts
January 07 2011 13:06 GMT
#1564
Please stop with the maths lol. Let´s just discuss the games rather about math if artosis was right or wrong.
http://www.teamliquid.net/forum/viewpost.php?post_id=6321864 Epic post.
Asha
Profile Blog Joined November 2010
United Kingdom38257 Posts
January 07 2011 13:07 GMT
#1565
On January 07 2011 21:59 Kamais_Ookin wrote:
Good games today compared to past few days, code A still needs a big improvement though. I'm happy Nada and MC are advancing and the bad players (san) are getting fleshed out. Observing has also improved a ton and I feel like he's getting pretty comfortable at it now.


We're kind of weeding out Code A a bit too, there's obviously a number of decent players in it but also a number who aren't really up to standard (like code s). Once things roll around a couple of promotion/relegation cycles and stabilize I think it'll all look a lot more impressive.
Fa1nT
Profile Joined September 2010
United States3423 Posts
January 07 2011 13:08 GMT
#1566
On January 07 2011 22:05 Jacobs Ladder wrote:
Show nested quote +
On January 07 2011 22:01 Aquafresh wrote:
I don't think people are realizing the implications of that Ro16 graphic. It is entirely possible, probable even, that we have an IdrA vs Clide Ro16 matchup.

I want to hear what Tastosis has to say about THAT.

I love Idra, but I'm worried about him making it out of the group. If he loses against Jinro he'll be against Ensnare (who I expect to stomp Check). Ensnare may well two Rax SCV (he happily abused Reapers when they were the OP of the month) and if the maps work against him it might not be possible to defend.

Show nested quote +
On January 07 2011 22:04 Silidons wrote:
On January 07 2011 21:50 Jacobs Ladder wrote:
On January 07 2011 21:47 kuroshiro wrote:
On January 07 2011 21:39 timmyfred wrote:
On January 07 2011 21:38 shaunnn wrote:
Doing a maths degree and ive literally never heard of greater infinity rofl, pretty sure thats complete bs


I have a math degree, and have also never heard of it. Why? Because the concept of infinity literally doesn't allow for anything greater than it.


Uh... some infinities are larger than others dude. I'm no maths grad so sorry for the bad example but: e.g.

inf/exp(inf) = 0

by that reasoning some infinities are `greater' than others. I'm also pretty sure that last time I spoke with a maths grad they were telling me that there's much more formal ways to prove that's the case.

Its all about limits. Think about the two functions f(x)=X and f(x)=x^2. Intuitively you know that x^2 gets bigger faster, so if you consider x^2 going to infinity and x going to infinity both of these eventually become infinity but X^2 is a bigger infinity.

(going to infinity meaning X becoming closer and closer to infinity)

That's my simplistic explanation from a engineering student thats awful at math.


http://en.wikipedia.org/wiki/Limit_(mathematics)


theres actually no such thing as a bigger infinity. f(x)=x^2 only approaches infinity faster than f(x)=x does. they will both only be infinitely approaching infinity, no such thing as a "bigger" infinity.

only in 1st yr of college but in calc I

You are of course correct, its just a way of talking about it to people who aren't familiar with it. Its how I think about it sometimes too (for instance, when using L'hopital's rule), even though its not accurate.


IdrA is never lucky with maps.

He gets Jungle against Jinro, and knowing his luck, will get close metalop or close LT or delta quad vs his next opponent.
42bsk
Profile Joined November 2010
29 Posts
January 07 2011 13:10 GMT
#1567
Sorry if this has been asked before, but where are the ro16 brackets?
mpupu
Profile Joined June 2010
Argentina183 Posts
Last Edited: 2011-01-07 13:12:10
January 07 2011 13:11 GMT
#1568
On January 07 2011 22:04 Silidons wrote:
Show nested quote +
On January 07 2011 21:50 Jacobs Ladder wrote:
On January 07 2011 21:47 kuroshiro wrote:
On January 07 2011 21:39 timmyfred wrote:
On January 07 2011 21:38 shaunnn wrote:
Doing a maths degree and ive literally never heard of greater infinity rofl, pretty sure thats complete bs


I have a math degree, and have also never heard of it. Why? Because the concept of infinity literally doesn't allow for anything greater than it.


Uh... some infinities are larger than others dude. I'm no maths grad so sorry for the bad example but: e.g.

inf/exp(inf) = 0

by that reasoning some infinities are `greater' than others. I'm also pretty sure that last time I spoke with a maths grad they were telling me that there's much more formal ways to prove that's the case.

Its all about limits. Think about the two functions f(x)=X and f(x)=x^2. Intuitively you know that x^2 gets bigger faster, so if you consider x^2 going to infinity and x going to infinity both of these eventually become infinity but X^2 is a bigger infinity.

(going to infinity meaning X becoming closer and closer to infinity)

That's my simplistic explanation from a engineering student thats awful at math.


http://en.wikipedia.org/wiki/Limit_(mathematics)


theres actually no such thing as a bigger infinity. f(x)=x^2 only approaches infinity faster than f(x)=x does. they will both only be infinitely approaching infinity, no such thing as a "bigger" infinity.

only in 1st yr of college but in calc I


The most commonly known infinity is that of the natural numbers: 1, 2, 3, ...
The concept can be formalized by the notion of cardinal numbers. Also, a relation of order can be established where a cardinal is less or equal than another if and only if there is an injection from a set with the former to a set with the latter. This is why people say that some infinities are greater than others, since for example there is an injection from N to R, but not from R to N (R is the real numbers, N is the natural numbers)

Under this definition and contradicting what someone said previously, the line and the plane are the same infinity.

(Just replied to this as I was too busy watching the awesome Kal vs Modesty games)
shannn
Profile Blog Joined May 2010
Netherlands2891 Posts
January 07 2011 13:11 GMT
#1569
On January 07 2011 22:01 Aquafresh wrote:
I don't think people are realizing the implications of that Ro16 graphic. It is entirely possible, probable even, that we have an IdrA vs Clide Ro16 matchup.

I want to hear what Tastosis has to say about THAT.


The groups for Groupstage 2 next week
Group A
IMNesTea
SlayerSBoxeR
oGsZenio
TSL_Trickster

Group B
IMMVP
ChoyafOu
theBestfOu
oGsHyperDub

Group C
NsPGenius
Winner Group G
oGsNaDa
Runner up Group H

Group D
oGsMC
Winner Group H
ST_RainbOw
Runner up Group G

Doesn't matter what place IdrA or Jinro hopefully advances. Either way they are going to get matched up vs heavy competetitors for the championship.

Clide / MarineKing probably going to end up like that.

In any case it's going to look like either vs Clide or MarineKing for anyone from group H.
Both are tough and the groups are really stacked (except for B).
http://www.teamliquid.net/forum/viewpost.php?post_id=6321864 Epic post.
Vorenius
Profile Blog Joined December 2010
Denmark1979 Posts
January 07 2011 13:11 GMT
#1570
On January 07 2011 21:45 Imhotep wrote:
Initial games:
G1: #1 in points vs #3 in points.
G2: #2 in points vs #4 in points.
G3: winner of G1 vs loser of G2.
G4: winner of G2 vs loser of G1.

After that the following three scenarios can happen:
1. Two players at 2-0 (both will advance), and two at 0-2 (does not advance).
The two players at 2-0 will play to determine 1st and 2nd spot. The two at 0-2 will play to determine 3rd and 4th.

2. One player at 2-0 (will advance as 1st).
One at 0-2 (will not advance, 4th)
Two players at 1-1. These will play to determine 2nd and 3rd. The winner advances.
[This is what happened today]

3. All 4 players at 1-1. The players that hasn't faced off will play. The two with 2-1 will advance, with the player that won over the other goes as 1st.
The two with 1-2 will not advance, with the one who won over the other goes as 3rd place.

Don't ask me why it's this way, ask Gom :p

The system isn't perfect but it's probably the only way to do it in max 6 matches. A normal round robin could end up in endless tiebreaker matches between three players.
Taf the Ghost
Profile Joined December 2010
United States11751 Posts
January 07 2011 13:12 GMT
#1571
On January 07 2011 22:04 Silidons wrote:
Show nested quote +
On January 07 2011 21:50 Jacobs Ladder wrote:
On January 07 2011 21:47 kuroshiro wrote:
On January 07 2011 21:39 timmyfred wrote:
On January 07 2011 21:38 shaunnn wrote:
Doing a maths degree and ive literally never heard of greater infinity rofl, pretty sure thats complete bs


I have a math degree, and have also never heard of it. Why? Because the concept of infinity literally doesn't allow for anything greater than it.


Uh... some infinities are larger than others dude. I'm no maths grad so sorry for the bad example but: e.g.

inf/exp(inf) = 0

by that reasoning some infinities are `greater' than others. I'm also pretty sure that last time I spoke with a maths grad they were telling me that there's much more formal ways to prove that's the case.

Its all about limits. Think about the two functions f(x)=X and f(x)=x^2. Intuitively you know that x^2 gets bigger faster, so if you consider x^2 going to infinity and x going to infinity both of these eventually become infinity but X^2 is a bigger infinity.

(going to infinity meaning X becoming closer and closer to infinity)

That's my simplistic explanation from a engineering student thats awful at math.


http://en.wikipedia.org/wiki/Limit_(mathematics)


theres actually no such thing as a bigger infinity. f(x)=x^2 only approaches infinity faster than f(x)=x does. they will both only be infinitely approaching infinity, no such thing as a "bigger" infinity.

only in 1st yr of college but in calc I


The guy you quoted is wrong, but doesn't mean you're correct. f(x) = x & f(x) = x^(2) can be mapped to each other, so they're the equally "sized" of infinity (we'll ignore that there's conception of "size" with what we're talking about, but that'll pickle your brain if you spend too much time thinking about it).

But f(x) = x is a "countable" infinity ( http://en.wikipedia.org/wiki/Countable_infinity) while you can map all of the numbers between 0 and 1 to the "uncountable" infinity ( http://en.wikipedia.org/wiki/Uncountable_infinity ). This is more logic theory than all that advanced of mathematics, but, really, it will pickle your brain. That isn't a joke, as the stuff doesn't make any concrete "sense" in the physical world and are mathematical constructs (though important in Set theory). So don't get too hung on up on it.
KristianJS
Profile Joined October 2009
2107 Posts
January 07 2011 13:12 GMT
#1572
There ARE differing sizes of infinites guys. There are more real numbers than natural number for instance, in a well defined sense, even if they're both infinite.
You need to be 100% behind someone before you can stab them in the back
Scoop
Profile Joined August 2010
Finland482 Posts
January 07 2011 13:18 GMT
#1573
Smileyyyy should stop playing around with those fail pictures 'cause he always fails somehow.
Kamais_Ookin
Profile Blog Joined May 2010
Canada4218 Posts
January 07 2011 13:25 GMT
#1574
On January 07 2011 22:07 Asha` wrote:
Show nested quote +
On January 07 2011 21:59 Kamais_Ookin wrote:
Good games today compared to past few days, code A still needs a big improvement though. I'm happy Nada and MC are advancing and the bad players (san) are getting fleshed out. Observing has also improved a ton and I feel like he's getting pretty comfortable at it now.


We're kind of weeding out Code A a bit too, there's obviously a number of decent players in it but also a number who aren't really up to standard (like code s). Once things roll around a couple of promotion/relegation cycles and stabilize I think it'll all look a lot more impressive.
I agree with you, things are only going to get better as time goes on which is great.
I <3 Plexa.
timmyfred
Profile Joined April 2010
United States302 Posts
January 07 2011 13:26 GMT
#1575
On January 07 2011 22:12 KristianJS wrote:
There ARE differing sizes of infinites guys. There are more real numbers than natural number for instance, in a well defined sense, even if they're both infinite.


Differing densities and growth rates of infinite functions when comparing it to other functions, yes, but there is no concept greater than infinity.
Chance favors the prepared mind. | Winners don't make excuses when the other side plays the game.
mpupu
Profile Joined June 2010
Argentina183 Posts
January 07 2011 13:30 GMT
#1576
On January 07 2011 22:26 timmyfred wrote:
Show nested quote +
On January 07 2011 22:12 KristianJS wrote:
There ARE differing sizes of infinites guys. There are more real numbers than natural number for instance, in a well defined sense, even if they're both infinite.


Differing densities and growth rates of infinite functions when comparing it to other functions, yes, but there is no concept greater than infinity.


There is no such thing as an "infinite function". What exists is the definition of limit but the notion of a function that "tends to infinity" is a bit misleading as it is more related to unboundedness than infiniteness. The concept of infinity comes from set theory.
koppik
Profile Joined April 2010
United States676 Posts
Last Edited: 2011-01-07 13:33:58
January 07 2011 13:32 GMT
#1577
I don't like the fact that the tournament had a rematch for InCa and NaDa. I don't feel like winning that rematch with SanZenith really should put InCa back to even with NaDa. Say InCa won in the rematch, then NaDa and InCa are 1-1 against each other, but InCa advances never having had to play MC.
timmyfred
Profile Joined April 2010
United States302 Posts
Last Edited: 2011-01-07 13:38:24
January 07 2011 13:35 GMT
#1578
On January 07 2011 22:30 mpupu wrote:
Show nested quote +
On January 07 2011 22:26 timmyfred wrote:
On January 07 2011 22:12 KristianJS wrote:
There ARE differing sizes of infinites guys. There are more real numbers than natural number for instance, in a well defined sense, even if they're both infinite.


Differing densities and growth rates of infinite functions when comparing it to other functions, yes, but there is no concept greater than infinity.


There is no such thing as an "infinite function". What exists is the definition of limit but the notion of a function that "tends to infinity" is a bit misleading as it is more related to unboundedness than infiniteness. The concept of infinity comes from set theory.


That's the wonderful thing about math, though...you can invent your own notation and terms and it be legitimate

By infinite function I was fairly clearly saying "unbounded functions, or, functions that tend to infinity as x goes to infinity".

I never said that one couldn't compare different functions that go to infinity or that one infinite set couldn't be greater than another infinite set, but rather that there is no "number greater than infinity".

Edit: or maybe my term usage wasn't all that clear, and it's incredibly early in the morning and I haven't had my coffee yet...regardless, this is the LR thread, and probably not the place for maths discussion
Chance favors the prepared mind. | Winners don't make excuses when the other side plays the game.
Pyrthas
Profile Joined March 2007
United States3196 Posts
Last Edited: 2011-01-07 13:41:56
January 07 2011 13:39 GMT
#1579
Anybody replying about infinity who hasn't studied set theory or (advanced) logic or something similar should really stop posting. (At the very least, stop talking exclusively about functions on reals!)

On topic: Fuck yeah, July and Nada and MC!
Imhotep
Profile Joined August 2010
Sweden267 Posts
January 07 2011 13:40 GMT
#1580
On January 07 2011 22:32 koppik wrote:
I don't like the fact that the tournament had a rematch for InCa and NaDa. I don't feel like winning that rematch with SanZenith really should put InCa back to even with NaDa. Say InCa won in the rematch, then NaDa and InCa are 1-1 against each other, but InCa advances never having had to play MC.

Well, it's Inca's reward for having more points than NaDa and sanZenith (from the previous GSL's). It promotes winning: the more you win -> the more points you have -> the more "lesser" players will you face.
"The world is a dynamic mess of jiggling things." - Richard Feynman
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