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Kosmetik schumacher willisau. Bpi europe plc. Free iphone contacts transfer software. Tesseract ocr java maven . Friedfischangeln ohne fischereischein berlin . connects p = 128 processors, calculate the number of links, the diameter, and the bisection width for the following topologies: (a) Fully connected, cyclic grid (2D mesh), cyclic torus (3D mesh), and hypercube (b) Crossbar, butter y, and binary tree Also, calculate the number of switches for each network 26 A butter y network is a blocking network (Section 222), which means that certain combinations of source destination connections are mutually exclusive Figure 210 depicts a 3D butter y network with eight source and destination lines Which of the following connection pairs block each other: 2 6 and 7 1, 3 4 and 2 7, 5 0 and 0 5, 3 5 and 6 7, 1 1 and 3 0, 4 2 and 1 3 27 28 Parallel programming implies the parallelization of a problem (Section 23) Describe the three main areas of the parallelization process Four quite common decomposition techniques are studied in Section 242: data decomposition, recursive decomposition, exploratory decomposition, and speculative decomposition Which of these techniques seems indicated for parallelizing the following algorithms and applications: Quicksort (Cormen et al [42]), chess game, fast fourier transform (FFT) (Cormen et al [42]), and path nding algorithm Brie y describe how you would decompose these problems In Section 251, three different types of data dependence are discussed: ow dependence, antidependence, and output dependence Consider the following fragment of a program: 1: b = a 3 2: a = b 7 3: c = a + b - d 4: a = c - 11 5: d = a - b + c Identify all dependences and classify their types Exercise 29 asks you to identify and classify the data dependences in a small code fragment In loops, data dependence usually arises through the access of array elements (Section 252) Consider the following loop: for i = 3 to 50 do S: A(i) = B(2 i) + 1 T: B(i+1) = A(i-1) + A(i+1) U: C(2 i) = A(i-2) + E(i+2) V: D(i) = C(2 i+1) + B(i+1) end for (a) Without considering the subscripts of the array variables, which of the array variables A, B, C, D, and E are potentially involved in the dependences among the tasks. java tesseract ocr tutorial: Tesseract (software) - Wikipedia java ocr api free Cloud Vision API Client Library for Java | Google Developers
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