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The Journey - A Score to Settle - Part I

Posted by Vikramsinh at Friday, October 7, 2011

What makes a great endurance athlete is the ability to absorb potential embarrassment, and to suffer without complaint. I was discovering that if it was a matter of gritting my teeth, not caring how it looked, and outlasting everybody else, I won. It didn't seem to matter what sport it was--in a straight-ahead, long-distant race, I could beat anybody. If it was a suffer-fest, I was good at it.
-Lance Armstrong (My Journey back to Life)

It’s a story about long journey, the quest for passion. My experience to participate in one of the oldest and most famous cycling events, Paris- Brest-Paris (PBP). Where the challenge is to ride 1230 kms in maximum of 90 hours. Total 10800 m of height gain which is equivalent to the height more than the height of Mount Everest. Burning approximately 35000 Kcal, spending sleepless nights. Though I could not complete it, the whole journey was amazing, full of ups and downs, extremely wonderful and rich experience. Kids, coffee, and cookies. What's really heart warming about PBP is the support the locals give the riders, whether it be coffee and cookies at 2 AM or an "allez! allez! allez! bonne route! bonne courage!" for all the time, we riders feel like sport stars.


And how it all started...


Around the mid of May 2011.
I was in serious confusion, the question that was giving me sleepless nights was go or not to go (to Paris for PBP 2011). I had already completed 200,300,400,600 kms brevets series within last 5 months, which was the qualifying criteria to participate in PBP, and now opportunity was knocking on the door, Mind full of thoughts - whether I should go to France for participating in Paris-Brest-Paris 2011 ..the prestigious and very famous long distance cycling endurance event which comes after every 4 years and has history of 120 years. The ride starts from suburban Paris, though Normandy and Brittany, out to the coast of Brest and back to Paris.

Few cyclist friends who were planning to go, contacted and asked me about my plans. The decision was not tough if I want to go by my heart but the expenses were also weighing too high. Calculations were showing the figure which was crossing 1 followed by five big zeros, that was lots of money. After few days of restless thinking, I decided to go by my heart. Booked my flight tickets on 17th May with other friends. Countdown began, this was the first time in the history that Indian riders were participating in the event. My plan was 3 weeks tour, 16 Aug- 4 Sep.Mind was clear now, no more confusions, I thought and started to work out on immediate next plan that was another adventure, trekking in Himalayas for 11 days in summer 19th to 30th May.


Horror of “B cubed”…

Coming back from the Himalaya trekking, fully refreshed, I started my preparations. I had two and half months for preparations. Next 2 weeks vanished quickly with regular practice on weekends. But that was not sufficient; the longest distance I covered was 600 kms in 38 hours during my brevet ride. I wanted to do at least one brevet 1000+ kms as a preparation for PBP. As a preparation one should give 110 % while training to face unfamiliar conditions in actual race. It was difficult to get such a long holidays for planning more than 1200 kms, so I was settled for 1000, the opportunity knocked, "B cubed" a 1000kms brevet to be completed in 75 hours in Bangalore. Bangalor-Belgaum-Bangalor (B Cubed) the straight route following the NH4. The plan was to start on 23rd june (Thursday) 4 PM from banglore go to belgaum and come back to banglor by 26th June (Sunday) 7 PM.

I registered for the same and left Pune on Wednesday night. There was fuss to place my bike inside luggage space, as bus driver was not ready. Somehow I succeeded in convincing him. Rest of the journey was peaceful sleep. Next morning, landed in Banglore. Spent whole day at friend’s place. Left for the brevet at 2 PM, before starting I wanted to get spare tube and cyclo computer (speedometer), locating the shop was pain, wasted too much time. I reached the starting point with 15 minutes left for all formalities.

It was raining heavily when we started in the evening on that day. I didn’t have raingear as I was confident about my inner power to fight with rain or cold conditions (which was overly optimistic). At the beginning riding with few other cyclists was joyful, rain was not looking fearful. Moving ahead while chatting with them, discussing the weather for next 2 days. As we moved rain became worse, after covering 50 kms I was all alone, it was dark and visibility was quite low due to rain. Around 7 PM while I thought it was too difficult to ride due to heavy rain, I stopped for 20 minutes and ate some food from backpack. Then next stop was at 9 PM, I stopped at one hotel for getting new water bottle, then started again ....

…and next thing I remember is ....I was seated in the small shop on the roadside, traffic was moving along the highway as usual. Two people were sleeping inside the shop. I looked at my watch, It was 1 AM in the night. My bike (cycle) was leaned against wall. Speedometer was showing 95 kms and I was feeling pain. I saw bruises on left side on my knee, elbow and abdomen, which was clearly indicating that I had crash which I couldn’t understand. I fell down on the left side but no serious injuries except swelling in the abdomen. Gradually I started gaining my consciousness back and tried to correlate the things. Then my cell phone rang, I got calls from my friend in bangalor and organizers, and from my mother, everyone was telling the same thing, something weird, that I called them and asked for help. But I didn’t remember calling to anyone of them, I heard from them that I was asking same questions repeatedly, I was not in the state to get any sudden shock.. 
I slowly understood, it was short term memory loss ..as I was not able to recall any event after I bought water bottle from that hotel at 9 pm, how I crashed and landed in that shop which was on the opposite side of the road.

I was hungry so ate some food from my backpack. I was waiting for friends and organizers to come and it was 1 AM in the night. Bad news, My cell phone battery was dying, what to do now? If I lost the contact to friends then there was no other option but wait till morning also they were going to be worried much more about me. fortunately I remember about the spare battery in my backpack,thank god, I changed it immediately. It would have much difficult to locate me without my cell phone switched on. At last, after 3 hours, at 4 AM in the morning they succeeded in locating me. Car stopped, 3 people came out, to shop and 2 friends on motorbike. I was still not fully recovered and trying to figure out what was going on. They first inspected me for serious injuries , they found minor bruises and swelling, nothing major, they put my bike on the cycle stand attached to the backside of the car and started travelling towards banglore. Now I was feeling quite comfortable and tried to sleep. At 7 AM we were in banglore. It took 2 weeks for full recovery. 

...To Be Continued

The Man Who Declined Fields Medal and the Millennium Prize.

Posted by Vikramsinh at Monday, March 28, 2011


"We could use up two Eternities in learning all that is to be learned about our own world and the thousands of nations that have arisen and flourished and vanished from it. Mathematics alone would occupy me eight million years. " ~Mark Twain (1835- 1910).

Human beings are always intrigued with the idea of Mathematics. There is no such thing in this world which in untouched by mathematics. Sometimes we could fail to understand the nature, the laws of nature are specifically intertwined to balance the entire universe. Each and everything has rationale behind it, and understanding that logic always challenges us.

Here is the man who solved one of the most complex, difficult and intrigued problems in mathematics and also denied its recognition prizes. The man is none other than the Math genius Grigory Perelman, who has made landmark contributions to Riemannian geometry and geometric topology. A reclusive Russian topologist seemed to be playing eccentric mathematician as the saying goes "there is no genius without a touch of madness".

In 2006, He refused to accept the highest honor in mathematics, the Fields Medal, Which is also known as "Nobel Prize of Mathematics" for the prestige it carries, “For his contributions to geometry and his revolutionary insights into the analytical and geometric structure of the Ricci flow". In 2010, He also declined a $1 million prize from the Clay Mathematics Institute in Cambridge, Massachusetts, for resolution of PoincarĂ©’s conjecture, which remained unsolved for more than a 100 years. The hypothesis involving the deep structure of three-dimensional objects.

“I do not think anything that I say can be of the slightest public interest,” he told. “I know that self-promotion happens a lot and if people want to do that, good luck to them, but I do not regard it as a positive thing."
The man is very inaccessible, Why did Perelman turn his back on the world? This question haunted Masha Gessen and to unravel the mystery of Perelman she tried to put together all pieces from all dimensions, in her book “Perfect Rigor”. Without any help from Perelman himself, she charts the mathematician’s rise from quiet super-student to prickly genius, suggesting that the very perfectionism that fueled his work may have been the cause of his alienation. Book gives ample background on his coaches and classmates, who describe him mostly as “a sort of math angel” who never made mistakes. His triumph at the 1982 International Mathematical Olympiad, when he achieved a perfect score and earned a gold medal. She tried to portray the genius including the eccentricities and antisocial traits that would become so pronounced at the pinnacle of his career. In doing so she has written an accessible book about an unreachable man.

Fields Medal
Fields Medal is conceived as top honor a mathematician can receive. The prize is awarded to mathematicians not over 40 years of age at each International Congress of the International Mathematical Union (IMU), a meeting that takes place every four years. It comes with a monetary award, which in 2006 was $15,000. "Fields Medals" are more properly known by their official name,” International medals for outstanding discoveries in mathematics."


Millennium Prizes
In order to celebrate mathematics in the new millennium, The Clay Mathematics Institute of Cambridge, Massachusetts (CMI) established seven Prize Problems. The Prizes wer
e conceived to record some of the most difficult problems with which mathematicians were grappling at the turn of the second millennium. As of March 2011, six of the problems remain unsolved. A correct solution to any of the problems results in a US$1,000,000 prize being awarded by the institute.

James Carlson, President of CMI, said, "resolution of the Poincaré conjecture by Grigoriy Perelman brings to a close the century-long quest for the solution. It is a major advance in the history of mathematics that will long be remembered."

On December 22, 2006, the journal Science honoured Perelman's proof of the Poincaré conjecture as the scientific "Breakthrough of the Year", the first time this had been bestowed in the area of mathematics.

Poincare Conjecture
This is bit mathematical and perceived as difficult to understand. So you can probably see the video explaining the same.

The original conjecture is stated like this:

"Consider a compact 3-dimensional manifold V without boundary. Is it possible that the fundamental group of V could be trivial, even though V is not homeomorphic to the 3-dimensional sphere?"


I found interesting article where writer tried to explain this in simplified way.

The rationale behind declining the prize and fame is sending signals against the politics in Mathematics, a purist would say that no one person deserves to stake a claim on a theorem. That seemed to be what Dr. Perelman, who has said he disapproves of politics in mathematics, was implying.

I still found it hard to believe. The way great people think, Perhaps no one can.