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Assuming that the particle is in an eigenstate, Ψ n(x), calculate the probability that the particle is found somewhere in the region 0 ≤ x ≤ L 4 Show how this probability depends on n b For what value of n is there the largest probability of finding the particle in 0 ≤ x ≤ L 4?. N C X g u ԁv ̉摜 ͓ ߂ Ă ܂ B w i ߉摜 ͂ ł B g ̃v ^ ɂ ẮA 摜 F ʓ web Ō C W ƈقȂ ꍇ ܂ ̂. Z b N X ROLEX I C X ^ p y ` A f C g W X g 1160 戵 X ֓ X g p i Ɨގ ̃J e S ̊ ̃O b Y i ́A ̏ i O b Y l C L O X g ȊO ɁA ̐ i W T C g A M ̍ MEN'S r v 烊 N Ă 鏤 i Q l ɂ Ă B.
Cycliccodesreview EE 387, Notes 15, Handout #26 A cyclic code is a LBC such that every cyclic shift of a codeword is a codeword A cyclic code has generator polynomial g(x)that is a divisor of every codeword The generator polynomial is a divisor of xn−1, where n is blocklength The paritycheck polynomial is h(x)= xn −1 g(x) Codewords can be generated by. J p O C _ X N ł́A p O C _ ͂ ߂Ƃ ėl X ȃA E g h A ̉ \ Nj ܂ B 쌧 k ܌S J 厚 獑 4166 tel. SOLUTION OF EQUATION AX XB = C BY INVERSION OF AN M × M OR N ×N MATRIX ∗ ANTONY JAMESON† SIAM J Appl Math Vol 16, No 5, September 1968 It is often of interest to solve the equation.
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