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So far they WON all matches,So will they LOSE the next ? ( The Gambler's Fallacy)

2012-02-10T21:45:00.000+05:30

Well they won all the test matches against India. And so far all the matches of the CB series. They are not a very strong team as the previous Australian teams who controlled the world cricket arena for more than dozen years. But recently they have managed to win a fair amount of matches continuously. Although Australia have the home advantage I think all the three teams have a somewhat fair chance of winning a match. The probability of an Australian win may be high but the probability of two consecutive wins will be low. And of course the probability of three continuous wins will be much lower. So Does this mean that Australia have a very high chance of loosing the next game ? or India have a high chance of winning the match on 12th ? or more importantly if Australia win on 12th Sri Lanka have very very high chance of winning the next match against Australia ?

This leads us to a very interesting fallacy in probability named as the Gambler's fallacy or Monte Carlo fallacy. So its time to think about this fallacy leaving cricket for a moment.

The Gambler's Fallacy

The basic idea of the gambler's fallacy is based on the perception we have that a result which we have obtained for a lengthy sequence will change in the next event. If we got 5 or more heads in a row while tossing an unbiased coin most of the time we will expect a tail in the next event. Not only we think but also we may incorrectly derive that the probability of a tail is much higher than 0.5 and reaching to 1. Lets check this using an example. Lets assume we have a fair coin so that the probability of a head or a tail equals 0.5. Lets consider the case where we get 5 consecutive heads. Then the probability will be 0.5^5=0.03125 which is a very rare event. So now consider a situation where we have already got 4 consecutive heads. So the big question is what is the probability of getting another head in the next tossing of the coin ? One may solve the problem in the following way.
Since the probability of getting 5 consecutive heads is 0.03125 the probability of not getting a head is 1-0.03125=0.96875. So the probabilities of getting a head and getting a tail is respectively 0.03125 and 0.96875. This reasoning highly favors a tail in the next tossing of the coin and this leads to the famous Gambler's Fallacy.
The problem of the above reasoning is that it does not take the independence of each tossing. It may be true that we had 4 consecutive heads so far. But it does not alter the probability of the next event. What has happened so far is simply the past and unlike in some real life scenarios they don't affect the future. There will be no demons or angels from the past events affecting the future when the events are simply independent.
So the probability of getting a head in the next tossing is still 0.5. This confusion is the basic root of the gambler's fallacy. When a same result is observed for a large number of times people tend to think that the opposite will occur in the future. Based on that assumption they will bet on those results. This simple fallacy will lead to many interesting explanations of some events. Also there may be some instances where the gambler's fallacy may not be applied. As an example assumption of independence of events may not be totally correct.
In the scenario at the beginning the events are not independent. There is a very slight dependence. Due to the consecutive wins they may decide to give an opportunity to a new player or to rest some senior players. Then the Gambler's fallacy will not become a fallacy any more and the other two teams may increase their chance of winning.

Merry Christmas and a Happy New Year !

2011-12-24T20:30:00.000+05:30

It's Christmas.Though now it has become a commercial event, there is something special in every Christmas for me. In the early years of my life it was about the Santa and the presents I received. But the time has passed and now entering the period of my life where I have to give presents to others rather than expecting .Now its the time you see scary Santas in shops trying to sell various items.It's the time where you cant travel in a road even in the off peak hours.It's the time you see discounts everywhere.Anyway beside all the changes still its a time to rejoice.It's a time to enjoy with the family and friends.

This carol "Mistletoe and Wine" is a popular single by Cliff Richard.Written by Jeremy Paul, Leslie Stewart and Keith Strachan, this was originally performed as part of the musical Scraps which was based on Hans Christian Andersen's fairytale at the Orange Tree Theatre, Richmond, London in 1976.

The child is a King, the Caroller sing,
The old is past, there's a new beginning.
Dreams of Santa, dreams of snow,
Fingers numb, faces aglow.

Christmas time, Mistletoe and Wine
Children singing Christian rhyme
With logs on the fire and gifts on the tree
A time to rejoice in the good that we see

A time for living, a time for believing
A time for trusting, not deceiving,
Love and laughter and joy ever after
Ours for the taking, just follow the master.

Christmas time, Mistletoe and Wine
Children singing Christian rhyme
With logs on the fire and gifts in the tree
A time to rejoice in the good that we see

Silent night, holy night

Its a time for giving, a time for getting,
A time for forgiving and for forgetting.
Christmas is love, Christmas is peace,
A time for hating and fighting to cease.

Christmas time, Mistletoe and Wine
Children singing Christian rhyme
With logs on the fire and gifts on the tree
A time to rejoice in the good that we see.

Christmas time, Mistletoe and Wine
Children singing Christian rhyme
With logs on the fire and gifts on the tree
A time to rejoice in the good that we see.

Merry Christmas and a Happy New Year !

Duckworth-Lewis Method (part 3)

2011-11-23T16:26:00.000+05:30

After giving an introduction ofDuckworth-Lewis method and some examples of Duckworth-Lewis method in the previous posts this post focuses on the Duckworth-Lewis method and some of the previously used methodsin rain affected games.

Before the invention of this method there have been several othermethods used at the international level to decide the result of a rain affectedmatch.One of them was the run rate based system. The main disadvantage of this method was that the number of wickets fallen was not considered. Thus in this system if ateam has scored 100 runs for the lost of 9 wickets the position of the team isconsidered higher than scoring 90 runs for the loss of 1 wicket.

Eng v SA World Cup 1992
Situation at end of match SA need 22 runs.www.patrickeagar.com

Also another method that was used is the Highest Scoring Overs method which compares the maximum runs scored by team1 in any setof overs equal to the number of completed overs received by team 2 against theteam 2 in those completed overs. So if team 2 received 31.4 overs their scoreafter 31 overs is compared to the highest scoring 31 overs of team 1's innings.So this method becomes very unfair as the maidens bowled by the second team isnot considered. So eventually this method is more biased towards the firstteam. The most controversial usage of this method arises in the 1992world cup semi final between South Africa and England. Play was halted whenSouth Africa had scored 231/6 from 42.5 overs against England's 252/6 from 45overs. When play was able to resume there was time for South Africa to receiveonly one more ball, 43 overs in total, so their target was revised to 252 bydiscarding the two maiden overs in the England innings, one of which yieldedone extra. So the number of bowls available was reduced by 12 but the targetremained unchanged. Due to the use of this method an apparently attainable target suddenly became an impossible one.

There are many other methods used in a rain affected match. All of these methods either uses the run rate , highest scoring overs or pre-calculated curves (as used in Duckworth-Lewis method) with slight variations. Yet Duckworth-Lewis method is regarded the best method so far used. Buta slightly different method named as VJDsystem introduced by V.Jayadevan (an engineer from Thrissur in Kerala) has challenged the Duckwoth-Lewis method recently.

THEN THEY CAME FOR ME..........

2011-11-18T20:14:00.000+05:30

First they came for the communists,

and I didn't speak out because I wasn't a communist.

Then they came for the trade unionists,

and I didn't speak out because I wasn't a trade unionist.

Then they came for the Jews,

and I didn't speak out because I wasn't a Jew.

Then they came for me

and there was no one left to speak out for me.

A famous statement attributed to pastor Martin Niemöller (1892–1984)

How Secured is Your Security Question ????

2011-11-15T13:35:00.000+05:30

You may have seen different kinds of questions such as "What is your library card no ?" , "what is your mothers birth town ?", while registering for an online account.These questions are used in password recovery processes and additional sign in verifications. Normally we all care about our passwords and worry about the security of the password.

But do we really care about these security questions ? It seems most of us don't care much about these.Most of the time we give our real details as the answers to theses questions and simply forget about the security question.Even I was unaware of security questions selected for my email address until i decided to write this post.The most surprising thing is that I can't come up with the correct answer for those questions.I think this is common between most of us.We really DON'T CARE about those.

But in reality this is a great security risk.Even if you have a very good password that can not be guessed easily,you may be vulnerable to security threats.It is like locking the front door while leaving the backdoor open.The confidentiality of the answers for a security question will be far less than a password.If some one asks you a password you probably wont tell.But if some one asks you the birth town of your mother you may answer it.Also most of the details that are asked in security questions can be found publicly or can easily be guessed.That is what happened with the email account of Sarah Palin the vice president candidate during 2008 elections.

A good security question should have a answer which can be easily memorized, which is not publicly available and which does not change overtime. Further the possible number of answers for the question should be very large so that it can not be guessed. There are some websites which offers good security questions. But it is worth to note that the goodness of the question depends on the expected answer as well.

Pigeon-Hole Principle

2011-11-03T10:55:00.000+05:30

It's amazing how a very simple and obvious thing in life become a mathematical principle and helps to prove many complex results. Pigeon-Hole principle is one such concept. At first it seems as a very obvious fact and one may wonder whether it deserves such a place in mathematics. But this principle becomes very useful in many occasions to prove that there exists some answer for a problem.

Duckworth-Lewis Method (part 2)

2011-09-03T15:10:00.003+05:30

(For an introduction of Duckworth-Lewis method visit the part 1)

Below, are two examples given for the betterment in understanding the Duckworth-Lewis method used in different scenarios.A sample of reduced D/L table is given below.

Wickets lost

Overs left

0

2

5

7

9

50

100.0

83.8

49.5

26.5

7.6

40

90.3

77.6

48.3

26.4

7.6

30

77.1

68.2

45.7

26.2

7.6

25

68.7

61.8

43.4

25.9

7.6

20

58.9

54.0

40.0

25.2

7.6

10

34.1

32.5

27.5

20.6

7.5

5

18.4

17.9

16.4

14.0

7.0

Ex. 01: Team A scored 263 runs within their allotted 50 overs and the match was interrupted when team B had scored 132 for the loss of 2 wickets in 30 overs.

Case1: If match is not resumed.

The percentage of resources lost by Team B = 54% (wickets = 2 and overs left = 20)

The percentage of resources available to Team B = 100-54 = 46%

The percentage of Team A’s resources = 100% (no interruptions occurred during 1st innings) Revised target for 30 overs = 263*46/100 = 120.98

Since Team B has scored 132, they will be declared as the winners.

Case 2: If match is reduced to a 40 overs.

The percentage of resources at the time of interruption for Team B = 54%

The percentage of resources when match resumed (10 overs left, 2 wickets down) = 32.5% Percentage loss of resources for Team B = 54-32.5 = 21.5%

The percentage of resources available to Team B=100-21.5=78.5%

Revised target in 40 overs = 263*78.5/100 = 206.45 = 207(to win)

Ex2: Team A scored 132/2 in 30 overs and the match was interrupted. The match resumed as a 30 over match.

The percentage of resources at the time of interruption for Team A = 54%

The percentage of resources used by Team A = 100-54 = 46%

The percentage of resources available for Team B = 77.1% (30 overs 10 wickets)

Since Team 2 has more resources, their “revised target” must be raised upwards. The G50 value comes into play at this moment. The additional number of runs that has to be added to the target is calculated as a percentage of G50 value with respect to the additional resource percentage available for Team B.

The additional resource percentage available for team B = 77.1-46 = 31.1%

Additional runs that should be added to the target = 225*31.1/100 = 69.975 = 70 (225 is the G50 value)
Therefore Team B should score 202 runs to win the game within 30 overs.

So this shows how simple D/L method is used during matches.The professional version of this D/L method is used in ODI's.

The Duckworth-Lewis Method (part 1)

2011-09-01T22:30:00.000+05:30

History

Though they may not have played cricket at international or first class level, they were surely the match winners in more than 80 One Day Internationals (ODI) including a world cup final. They were neither umpires nor match referees as well. Though many won’t realize the relationship between mathematics and cricket, they both strived to describe the gentlemen’s game in a very simple yet realistic mathematical sense. Over the past few years they have become the most influential duo in limited overs cricket. They both are none other than Frank Duckworth and Tony Lewis, the statisticians who introduced the “Duckworth Lewis Method” more popularly known as The D/L method within the realm of cricket and among cricket enthusiasts.
The D/L method was successfully experimented within the year of 1997 by the International Cricket Council (ICC), the ECB (England & Wales Cricket Board) and the Zimbabwe Cricket Union (ZCU). It was first used in international cricket during the second game of the 1996/1997 Zimbabwe versus England One Day International, in which Zimbabwe won by 7 runs. Having seen its potential, the D/L method was formally adopted in 2001 by the ICC and henceforth was the standard method to calculate target scores for rain interrupted one-day matches.

Basis

Unlike previous methods used for rain affected games, The D/L method considers both the number of wickets lost and overs remaining. The said two are considered as the available resources for a particular team. A table is formulated capturing most of the variations pertaining to one-day cricket encounters based on the outcomes of a detailed analysis on hundreds of match data. Based on the depth of the mathematics used, The D/L method was split into a Professional and Standard Edition. The Standard Edition preserves the use of a single table and the adaptation of simple calculations (suitable for any one-day cricket match at any level), where else The Professional Edition utilizes a statistical modeling that is substantially sophisticated and requires the use of powerful computing. The Professional Edition had been put into use for all One Day International matches since early 2004.
This article is based on the standard edition of The D/L method. One major consideration in this Edition is the use of the G50 value which is defined as the average score obtainable in a 50 overs match. Normally, this value is taken as 225, but The D/L method states that a freedom to choose any other value is viable given that all parties involved are aware of that change from the very beginning. This greatly exemplifies the flexibility of The D/L method.

A sample of a reduced D/L table is shown here. The resource percentage (that is, the No. of wickets and overs remaining) is indicated as shown. At the very commencement of an innings, each team has 100% of its resources available (that is, 50 overs and 10 wickets in hand). If at the end of 30 overs a team is at a loss of 5 wickets, its available resources reduces to a frail 40% percent.

Usage

The following procedure is used to recalculate a target score when an interruption occurs.
1. For the innings of each team.
(a) Note the initial resource percentage from the table (that is, at the start of an innings).
(b) Using the table, calculate the resource percentage lost due to each interruption.
(c) Henceforth determine the available resource percentage.

2. If Team 2 has fewer resources available than Team 1, the ratio of the available resources for the two teams is calculated and Team 2's “revised target” is obtained by scaling down Team 1's score by this ratio.

3. If Team 2 has more resources available than Team 1, the amount by which Team 2's resource percentage exceeds Team 1's is calculated and this excess is worked out as a percentage of The G50 value to determine the extra runs required to add on to Team 1's score to give Team 2's “revised target”.
(some examples will be calculated in the next post)

Calculate Squares of Numbers Instantly

2011-08-24T22:00:00.000+05:30

The following method may help to calculate squares of numbers from 21-120 easily .Only some basic multiplications have to be done and some basic square values have to be remembered in order to use this method.

The base of this method is the well known algebraic identity

a^2-b^2=(a-b)(a+b)

This identity can be rearranged to the following form.

a^2=(a-b)(a+b)+b^2

So when 'a' is given we should select 'b' such that the terms b^2 and (a-b)(a+b) are easily calculable.The 'b' value can be selected so that the square of 'b' is a known number.Most of us know the squares of numbers up to 12 and some times even up to 25.To use this method I may suggest to remember square values up to 20.One can use this method only remembering square values up to 5 but knowing more values will ease the other calculation part in the equation.

The next part is the calculation of (a-b)(a+b).We can choose 'b' such that either (a-b) or (a+b) is divisible by 10.Then the multiplication becomes more simple and can be done mentally.Since there are several values of 'b' that gives a factor divisible by 10 the trick is to select 'b' such that either (a-b) or (a+b) gives the multiplier of 10 nearest to the value of 'a'.

To get an idea about the method let me show some examples.

We'll select b as 2 (since this will give us a+b=40).Thus the calculations we have to do is 40*36 which is effectively 36*4.(this multiplication may done in two separate steps 30*4+6*4,which are very easy).then the only thing we have to do is adding 4 (2*2) to this value to obtain the square of 38.

So 38*38=30*40+6*40+4=1200+240+4=1444.

One may also try b=8 if they are more comfortable with multiplication with 3 rather than 4.

We'll select b as 4.The calculations we have to do is 70*78 which is effectively 78*7.(this multiplication may done in two separate steps 70*7+8*7,which are very easy).To obtain the real value 16 should be added to the answer.

So 74*74=70*70+8*70+16=4900+560+16=5476.

One may also try b=6 if they are more comfortable with multiplication with 8 rather than 7.

In this case we may select b=3 but than we have to multiply 84*90.But if we select b=13 we only have to multiply 100*74 and add 13*13 (169) to the result.The calculations have become very easy.As the number of square values we remember the calculations will become very simple.

As an example if we remember square of 26 (which is 676) then we may select b=26 in the previous example and the multiplications will become very simple.

I think this method is very useful depending on the values you select for b and the ability of using basic multiplications.Although in the beginning I mentioned about numbers up to 120 this can be extended to more numbers depending on your ability to multiply mentally.To the better use of this method the following points may be important.

If the number is near 50 or 100 select 'b' such that (a-b) or (a+b) is equal to 50 or 100.
Remember more square values.May be up to 25.(This will help to find squares of higher numbers with out much calculations).If we remember squares up to 25 we may calculate up to 200 with out much effort.
The multiplication part can be done in two steps as given in the example.
The square of a number ending with 5 can easily be calculated by adding 25 to the value obtained by multiplication of multipliers of 10 that are lower and higher than the required value.(35*35=30*40+25)

BROADBAND POWER LINES

2010-12-18T17:22:00.000+05:30

BROADBAND POWER LINES

Within a short period of time the Internet has become a vital part of life for many people in the world. Many businesses have invested in various communication networks to facilitate access to the Internet. Although there are many technologies to access the Internet, have you ever thought that the same wire system that is used to supply electricity to your house can be used to access the Internet? Well, with Broadband over Power Lines, or BPL, you can plug your computer into any electrical outlet in your house or office and instantly have access to high-speed Internet. This means that the existing infrastructure can be used to provide Internet facilities.

Technology

Standard AC electricity is transmitted at a frequency of 50 Hz or 60 Hz via normal power lines. Researchers found that this left almost the entire frequency range of the line free, which suggested that perhaps, like the local loop in fixed telephone lines, the power line could be used for additional purposes. Consequently, it was proposed to transmit data over the unused frequencies of the power lines, using methods similar to those used in DSL. This is the fundamental idea upon which BPL technology was constructed. With BPL, power lines now have two purposes, both of which must coexist without interference.
But, transmitting data over power lines for long distances leads to degradation of the signals. This problem is particularly exacerbated by high-voltage power lines. Consequently, data is typically transmitted over fibre optic cables for the length of the high-voltage lines, before being converted into electrical signals and added to the medium-voltage or low-voltage lines. Since the majority of electricity transmission companies have wrapped fibre optic cables around their high-voltage lines, this is not a major problem. However, as with most other technologies, boosters are required at regular intervals, even on medium- and low-voltage lines, for re-amplification to prevent signal loss. Finally, the signal makes its way to neighborhoods and customers who can access it, either wirelessly, through strategically placed utility poles, or by having it zipped directly into their homes via the regular electric current. Adaptors at individual power outlets ferry the data into computers through their usual ports.

Advantages

Since it uses an existing infrastructure, BPL could mean that low-cost broadband could be made a reality in areas that cannot get DSL, cable or wireless broadband. Even households in extremely remote areas can now potentially have broadband access.
In-house BPL is another advantage we can obtain from this technology. With the use of a simple converter and the wiring system of a building or a house, an Ethernet can be configured. Once a computer is connected to this electric network, it will be able to control any electric appliance in the same network. In that sense this technology may be useful in the development of ‘Smart’ houses or buildings controlled by a single computer.

Problems and Solutions

In spite of all the potential advantages, the BPL system has a number of issues. The primary one is that power lines are inherently a very noisy environment. Every time a device turns on or off, it introduces a pop or click into the line. The system must be designed to deal with these natural signaling disruptions and work around them.
Power distribution uses step-down transformers to reduce the voltage for use by customers. But BPL signals cannot readily pass through transformers, as their high inductance makes them act as low-pass filters, blocking high-frequency signals. So, these transformers should be bypassed. In the U.S., it is common for a small transformer hung from a utility pole to service a single house or a small number of houses. In Europe, it is more common for a somewhat larger transformer to service 10 or 100 houses. Due to this difference, BPL has developed faster in Europe than in the USA.
The next major issue is the operating frequency. The system is expected to use frequencies of 10 to 30 MHz, which have been used for many decades by amateur radio operators, as well as international shortwave broadcasters and a variety of communications systems (military, aeronautical, etc.). Power lines are unshielded and will act as antennas for the signals they carry, and have the potential to interfere with shortwave radio communications. Due to this problem, some countries such as Japan did not adopt this technology. Also amateur radio enthusiasts all over the world seem to be united in their distaste for what BPL does to the airwaves. Another concern with BPL is security. Since it transmits on a shared medium, like cable broadband, it is easier to hack the line.

Future

How this technology copes with the above-mentioned problems within the next few years will decide the future use of this technology. A BPL connection is faster than a normal DSL connection, and the price is in the same range as DSL. Currently, power company Scottish Hydro Electric in Scotland is offering BPL in three towns for £35.99 and £29.99 per month for 1 Mbps and 512 kbps connections respectively. Germany, too, has many companies offering commercially available BPL.
Even if BPL fails as a direct data transferring method, it still may be used as a backhaul for WiMAX networks or as a method of connectivity between electrical appliances in a house. Will this technology become a great success or will it be another failure? We will have to wait and see.

IPL 2010 Starts tomorrow !

2010-03-11T23:39:00.001+05:30

The third edition of the Indian Premier League starts tomorrow. Apart from World T20 and World Cup, IPL has become the most exciting and interesting cricket tournament ever. With all those theories and controversies about the commercialization of cricket what I believe is that it has now become a business, but still I don’t care about that as long as it gives entertainment. These days all those cricket experts talks about preserving test cricket and about limiting T20s.But I think its T20s that has made cricket more popular . And with T20s, cricket is no longer a game to be watched by old people and kids who have a lot of time to kill in their day time. It has become a game where people can enjoy even after coming home after a tiring day at the office without missing any moment of action.

It is still unclear whether some local TV channel is telecasting this tournament. In last two tournaments Sirasa TV (IPL 1) and Channel Eye (IPL 2) telecasted these matches. But still I did not see any advertisement on these channels about IPL 2010. Anyway this time all the matches of IPL will be broadcasted live on YouTube Official Channel for IPL 2010. This is done according to an agreement between IPL and Google (who owns YouTube). Though neither of them has revealed the conditions of the agreement it is believed that IPL and Google will share the revenues from advertisements and sponsorships. Anyway let’s hope that at least the telecast on YouTube is not interrupted by advertisements.

Most of the teams have same squads as last year but there are some new players in action as well. Hope this time Sri Lankan players will make their mark at IPL. Sanga has been given a chance to show his leadership skills this time.Also hope that Dilshan may play well and score a hundred this season. The Sri Lankan all rounder’s Thissara Perera and Angelo Mathews will be playing for CSK and KKR respectively. And hope that Sanath will play some wonderful innings at least to get some more votes :P

To watch IPL on YouTube use the below link.

http://www.youtube.com/ipl

To visit IPL official page

http://www.iplt20.com/index.php

Here is the official IPL schedule.

No.	Date	IST	Match Details	Venue
Mar-2010
1	March 12	20:00	DC vs KKR	HCA – Hyderabad
2	March 13	16:00	MI vs RR	Mumbai/Nagpur
3	March 13	20:00	KXI vs DD	PCA – Mohali
4	March 14	16:00	CSK vs DC	MAC – Chennai
5	March 14	20:00	KKR vs BRC	Eden – Kolkata
6	March 15	20:00	RR vs DD	SMS – Jaipur
7	March 16	16:00	BRC vs KXI	MCS – Bangalore
8	March 16	20:00	KKR vs CSK	Eden – Kolkata
9	March 17	20:00	DD vs MI	FSK – Delhi
10	March 18	20:00	BRC vs RR	MCS – Bangalore
11	March 19	20:00	DC vs KXI	Visakhapatnam
12	March 20	16:00	RR vs KKR	Ahmedabad
13	March 20	20:00	MI vs BRC	Mumbai/Nagpur
14	March 21	16:00	CSK vs KXI	MAC – Chennai
15	March 21	20:00	DD vs DC	FSK – Delhi
16	March 22	20:00	MI vs KKR	Mumbai/Nagpur
17	March 23	20:00	BRC vs CSK	MCS – Bangalore
18	March 24	20:00	KXI vs RR	PCA – Mohali
19	March 25	20:00	KKR vs DD	Eden – Kolkata
20	March 26	16:00	CSK vs MI	MAC – Chennai
21	March 26	20:00	RR vs DC	Ahmedabad
22	March 27	16:00	BRC vs DD	MCS – Bangalore
23	March 27	20:00	KXI vs KKR	PCA – Mohali
24	March 28	16:00	RR vs CSK	Ahmedabad
25	March 28	20:00	DC vs MI	Visakhapatnam
26	March 29	20:00	DD vs KKR	FSK – Delhi
27	March 30	20:00	MI vs KXI	Mumbai/Nagpur
28	March 31	16:00	CSK vs BRC	MAC – Chennai
29	March 31	20:00	DDs vs RR	FSK – Delhi
Apr-2010
30	April 01	20:00	KKR vs DC	Eden – Kolkata
31	April 02	20:00	KXI vs BRC	PCA – Mohali
32	April 03	16:00	CSK vs RR	MAC – Chennai
33	April 03	20:00	MI vs DC	Mumbai/Nagpur
34	April 04	16:00	DD vs BRC	FSK – Delhi
35	April 04	20:00	KKR vs KXI	Eden – Kolkata
36	April 05	20:00	DC vs RR	HCA – Hyderabad
37	April 06	20:00	MI vs CSK	Mumbai/Nagpur
38	April 07	20:00	RR vs KXI	Ahmedabad
39	April 08	16:00	BRC vs DC	MCS – Bangalore
40	April 08	20:00	CSK vs DD	MAC – Chennai
41	April 09	20:00	KXI vs MI	PCA – Mohali
42	April 10	16:00	BRC vs KKR	MCS – Bangalore
43	April 10	20:00	Dc vs CSK	HCA – Hyderabad
44	April 11	16:00	RR vs MI	SMS – Jaipur
45	April 11	20:00	DD vs KXI	FSK – Delhi
46	April 12	20:00	DC vs BRC	HCA – Hyderabad
47	April 13	20:00	CSK vs KKR	MAC – Chennai
48	April 14	20:00	MI vs DD	Mumbai/Nagpur
49	April 15	16:00	RR vs BRC	SMS – Jaipur
50	April 15	20:00	KXI vs DC	Dharmasala
51	April 16	20:00	DD vs CSK	FSK – Delhi
52	April 17	16:00	BRC vs MI	MCS – Bangalore
53	April 17	20:00	KKR vs RR	Eden – Kolkata
54	April 18	16:00	DC vs DD	HCA – Hyderabad
55	April 18	20:00	KXI vs CSK	Dharmasala
56	April 19	20:00	KKR vs MI	Eden – Kolkata
57	April 21	20:00	1nd Semi– T1 vs T 2	TBC
58	April 22	20:00	2nd Semi– T3 vs T4	TBC
59	April 24	20:00	3rd Place	TBC
60	April 25	20:00	Final	TBC

(At last i posted the article before i have to change "tomorrow" in the topic to "today" :) )

2010-02-04T22:07:00.000+05:30

Just wanted to share this song with you.(of course along with the lyrics).

Get up, stand up: stand up for your rights!
Get up, stand up: stand up for your rights!
Get up, stand up: stand up for your rights!
Get up, stand up: don't give up the fight!

Preacherman, don't tell me,
Heaven is under the earth.
I know you don't know
What life is really worth.
It's not all that glitters is gold;
'Alf the story has never been told:
So now you see the light, eh!
Stand up for your rights. Come on!

Get up, stand up: stand up for your rights!
Get up, stand up: don't give up the fight!
Get up, stand up: stand up for your rights!
Get up, stand up: don't give up the fight!

Most people think,
Great God will come from the skies,
Take away everything
And make everybody feel high.
But if you know what life is worth,
You will look for yours on earth:
And now you see the light,
You stand up for your rights. Jah!

Get up, stand up! (Jah, Jah!)
Stand up for your rights! (Oh-hoo!)
Get up, stand up! (Get up, stand up!)
Don't give up the fight! (Life is your right!)
Get up, stand up! (So we can't give up the fight!)
Stand up for your rights! (Lord, Lord!)
Get up, stand up! (Keep on struggling on!)
Don't give up the fight! (Yeah!)

We sick an' tired of-a your ism-skism game -
Dyin' 'n' goin' to heaven in-a Jesus' name, Lord.
We know when we understand:
Almighty God is a living man.
You can fool some people sometimes,
But you can't fool all the people all the time.
So now we see the light (What you gonna do?),
We gonna stand up for our rights! (Yeah, yeah, yeah!)

So you better:
Get up, stand up! (In the morning! Git it up!)
Stand up for your rights! (Stand up for our rights!)
Get up, stand up!
Don't give up the fight! (Don't give it up, don't give it up!)
Get up, stand up! (Get up, stand up!)
Stand up for your rights! (Get up, stand up!)
Get up, stand up! ( ... )
Don't give up the fight! (Get up, stand up!)
Get up, stand up! ( ... )
Stand up for your rights!
Get up, stand up!
Don't give up the fight!

The song was frequently performed at Marley's concerts, often as the last song. "Get Up, Stand Up" was also the last song Marley ever performed on stage on September 23, 1980 before He died at Cedars of Lebanon Hospital in Miami on May 11, 1981 at the age of 36.

Palindromes

2010-02-01T17:45:00.000+05:30

"Ah, Satan sees Natasha"

"Do geese see God?"

"No devil lived on"

Noticed something weird about above sentences ? If not read the sentence from the end (forgetting the punctuations and spaces). You'll get the same sentence.These are named palindromes . More generally a palindrome is a word, phrase, number or other sequence of units that can be read the same way in either direction (the adjustment of punctuation and spaces between words is generally permitted) .

There are many types of palindromes.Most simple ones are the character by character palindromic words such as rotator,radar,racecar .The next type is the palindromic phrases given at the top.Following are some more examples.

"Anne, I vote more cars race Rome to Vienna"

"Rats live on no evil star"

"Step on no pets"

"Murder for a jar of red rum"

There are some word units which forms palindromic sentences.In this case the whole word should be taken in to consideration rather than individual characters.Following are some examples.

"Fall leaves after leaves fall"

"First Ladies rule the State and state the rule: ladies first"

"Please me by standing by me please"

"Blessed are they that believe they are blessed"

There are palindromic numbers and palindromic dates.And surprisingly there are palindromic names as well.Lon Nol (1913-1985) was Prime Minister of Cambodia. Nisio Isin is a Japanese novelist and manga writer.

Palindromes can be found in other languages as well.As an example words like "රතු වතුර" and "වඩු මඩුව" in sinhala are palindromic.The first ever historical palindrome was a latin graffiti which dates back at least to 79 A.D.

One may wonder about the usefulness of these palindromes (well, you can read these words or sentences from left to right or right to left with the same meaning ,which is an advantage :p ).But palindromes are very useful in the various fields such as maths ,microbiology and music.Especially in microbiology palindromes can be found in most genomes and genetic instructions.It is easy to handle palindromes due to their symmetry.

Searching and working with palindromes is an interesting thing to do.it is a fascinating area which creates the beauty of words.Some poets have tried to come up with palindromic poems as well.

There are hundreds of palindromes in English language and many of those can be found by a simple search in the internet.out of those the following palindromes are very famous.

"Able was I ere I saw Elba"

“Madam, I'm Adam”

and Eve's reply was, "Name no one man."

And finally let me finish this post with the most famous palindrome of the world,which has given rise to more similar palindromes.It was published in the November 13 1948 issue of "Notes & Queries" by Leigh Merce.

"A man, a plan, a canal – Panama."

	Wickets lost
Overs left	0	2	5	7	9
50	100.0	83.8	49.5	26.5	7.6
40	90.3	77.6	48.3	26.4	7.6
30	77.1	68.2	45.7	26.2	7.6
25	68.7	61.8	43.4	25.9	7.6
20	58.9	54.0	40.0	25.2	7.6
10	34.1	32.5	27.5	20.6	7.5
5	18.4	17.9	16.4	14.0	7.0