21st Dec 2008,
Prof Hijibijbij and Bengdeki return home with Kintu and Parantu after 15years in exile from Gondowanaland. Along with them came Ginkobiloba and Casty.
Prof Hijibijbij lived in Marsh for 10years.
Bangdeki lived in Utakam for 5 years before moving to Marsh.
Prof Hijibijbij met Bangdeki at Ginkobiloba breeding center.
Prof. Hijibijbij just came home and saw Bangdeki and Ginkobiloba staring outside the window.
"Plip plop ...plip plop..." was the sound heard at the window as the condensed H2O molecules banged against the window, making Bangdeki and Ginkobiloba happy and excited. Ginkobiloba gets reminded of the games played at the breeding center.
Showing posts with label Midnight Madness. Show all posts
Showing posts with label Midnight Madness. Show all posts
Sunday, December 21, 2008
Wednesday, November 12, 2008
My Eigen Vector
please help find me the absolute solution (Eigen vector) of the temporal dynamic matrix which consists of complex and non-real numbers. The matrix I am dealing with is temporal in nature and also has significant spatial variability.
Eigen vectors are the absolute solutions of a stochastic matrix and are independent of the initial vector, temporal and spatial variability too. But since most ecological models have strong spatial and temporal component these variabilities have to be incorporated in the stochastic matrix and examine if the Eigen Vectors are still its absolute solution.
Anyway, all nonsense apart, help me find my real Eigen vector so that I can focus for real and say bye bye to Peter for good !!
Where are you 'My Eigen Vector'?
Help me find IT ....universe...
Eigen vectors are the absolute solutions of a stochastic matrix and are independent of the initial vector, temporal and spatial variability too. But since most ecological models have strong spatial and temporal component these variabilities have to be incorporated in the stochastic matrix and examine if the Eigen Vectors are still its absolute solution.
Anyway, all nonsense apart, help me find my real Eigen vector so that I can focus for real and say bye bye to Peter for good !!
Where are you 'My Eigen Vector'?
Help me find IT ....universe...
Monday, September 29, 2008
Mathematics of Life !
1. She gains focuses if she talks to HiM
2. She looses focus if she talks to HiM
Given, HiM1 is not equal to HiM2, what should she do ?
Given, HiM1 is equal to HiM2, what should she do ?
What are the future probabilities to gain or loose focus, in presence of One, either or none?
Case - II
1. She loses focus if she does not talk to HiM
2. She gains focus if He ignores HeR
3. She loses focus if He is Nice to HeR
4. She gains focus if He is rude and nasty
If, gaining focus is not the target then what's her probability of liking HiM?
If, gaining focus is the target then what's her probability of liking HiM?
....yupp midnight madness...
taddaaa..........wish I had written down all such puzzles that have crossed my mind in these 5 years !!
2. She looses focus if she talks to HiM
Given, HiM1 is not equal to HiM2, what should she do ?
Given, HiM1 is equal to HiM2, what should she do ?
What are the future probabilities to gain or loose focus, in presence of One, either or none?
Case - II
1. She loses focus if she does not talk to HiM
2. She gains focus if He ignores HeR
3. She loses focus if He is Nice to HeR
4. She gains focus if He is rude and nasty
If, gaining focus is not the target then what's her probability of liking HiM?
If, gaining focus is the target then what's her probability of liking HiM?
....yupp midnight madness...
taddaaa..........wish I had written down all such puzzles that have crossed my mind in these 5 years !!
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