59. Let (Xl) .. , Xpj ) , j = 1, .. . , n, be a
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59. Let (Xl)" .. , Xpj ) , j = 1, .. . , n, be a sample from a p-variate normal distribution with mean -l/(p - 1). [For fixed a and p < 0, the quadratic form (1/a2)LLaijYiJ'j = LY? + PLLYiJ'j takes on its minimum value over LY? = 1 when all the y's are equal.]
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VEMIREDDI SRINADH
I have joined as a lecturer in GMRIT Engineering college in 2005 immediately after my B.Tech. Later I have completed M.Tech(CSE) in JNTU Hyderabad. Next, i have completed Ph.D in GITAM (Deemed to be) University.
I have 14 years of teaching experience. During this period have taught different subjects in computer science and Engineering which are 1) C and Datastructures 2)JAVA 3)Design and analysis of algorithms 4) Compiler design 5) Theory of computation 6)Database management systems 7)Discrete structures and graph theory
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12) Computer graphics etc.
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