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PowerPoint Presentation L M or simply LM is the set of all string that can be formed by concatenating any string in L with any string in M
Distributed Systems Distributed Systems are Highly Complex Internally Consistency Models:Control how much of this complexity is abstracted away A-F G-L M-R S-Z A-F
PowerPoint Presentation CHAPTER 1: INTRODUCTION What is an Algorithm Steps in Designing and Implementing an Algorithm Important Problem Types Fundamental Data Structures ALGORITHM A sequence of unambiguous instructions for solving a problem, i e for obtaining the required output for any legitimate input in a finite amount of time Important points Non-ambiguity Range of inputs The same algorithm can be represented in
Bacteriophage lambda (l) - University at Buffalo Bacteriophage lambda (l) Transcriptional switches can regulate cellular decisions Elements of lysogeny The phage genome integrated into the host bacterial genome is a prophage Bacterium carrying the prophage is a lysogen
Operations on Languages - FIT Then there exists a regular expression r such that L(M) = L(r) Proof: First we will show (by induction on k) that for all i,j, and k, where 1 i,j n and 0 k n, that there exists a regular expression r such that L(r) = Rki,j Basis: k=0 R0i,j contains single symbols, one for each transition from qi to qj, and possibly ε if i=j
PowerPoint Presentation - Biological clocks Hibernation follows annual rhythm in golden-mantled ground squirrels Testes growth and feather molt in stonechats follows annual cycles Horseshoe crabs mate on full moon why? Lunar position affects the tides Neotropical bats exhibit lunar phobia Kangaroo rat feeding shows lunar cycles Isopod activity follows daily tidal flow Entrainment by environmental cycles Temperature compensation Clock
Motion Field and Optical Flow Motion Field and Optical Flow So far, algorithms deal with a single, static image In real world, a static pattern is a rarity, continuous motion and change are the rule Human eyes are well-equipped to take advantage of motion or change in an image sequence In our discussions, an image sequence is a discrete set of N images, taken at discrete time instants (may or may not be uniformly spaced