Sometimes, I just feel lucky to be born when I was , to be born in this time and age, to have seen so many contenders for the "Greatest of All Time" tag. Lucky to be born in the age of Michael Schumacher and watch him beat record after record. To be born in the age of Lance Armstrong, for whom beating opponents and records was but a secondary feat. To be born in the age of Zinedine Zidane, most certainly the best of this generation, the marquee headbutt notwithstanding. Lucky to have watched not one, but two legends, pass the baton in tennis. When Pete Sampras lost in the Wimbledon of 01, it made fans of him hate that pony-tailed guy for ending his quest for a 5th consecutive crown. I know I did. But Pete shouldn’t mind that now, for over the course of next 8 years or so, Roger has shown that when it comes to beauty on the tennis court he has got the entire WTA beat, by a long shot (down the line). And then there’s Sachin Tendulkar , whose one mistimed shot makes your heart s...
great to know that muggu ka kaat diya by 'publishing' it first!!!
ReplyDeletehow bored are you???
ReplyDelete42
ReplyDeleteIrrational numbers are just theoretical constructions. Physical measurements cannot be irrational. Any measurement can be done till the resolution of plank units only. So you can never get irrational measurements. So a quantized universe (quantization being in terms of plank units) cannot allow irrational numbers.
ReplyDelete@sarkar : agreed
ReplyDeletebut then what about e n pi .... they are very basic to our mathematics ... is it to say that our mathematics is based on mere theoretical hypothesis
well the length of any stick cannot be pi or e. physics deals with physical realities/measurements. irrational numbers do no exists in physical reality simply because no device can measure an irrational number. that is because such a measurement requires an infinite resolution of unit. and that is not possible in a quantized universe where there is a lower limit in resolution i.e. the plank units.
ReplyDeletein simple terms because irrational no. or ratinal no. are real things in an abstract mathematical structure with closure property(of course this is so because it's constructed this way)
ReplyDeleteOur real words doesn't allow even the rationals because our faculty of observation is bound by uncertainty principle.
I want to quote your post in my blog. It can?
ReplyDeleteAnd you et an account on Twitter?
@anon
ReplyDeleteas long as u credit and link back ... u can use it ...
and i am on twitter ... twitter.com/ritwik_mango
Your blog keeps getting better and better! Your older articles are not as good as newer ones you have a lot more creativity and originality now keep it up!
ReplyDeletethank youssss @anon
ReplyDeleteand the 2 anons aren't the same ... are they??
please use your names .. easier to follow people :)