06_Recursion
... If the number in the second operand is even, cross out that entire row. Keep doubling, halving, and crossing out until the number in the second operand is 1. Add up the remaining numbers in the first operand. The total is the product of your original numbers. ...
... If the number in the second operand is even, cross out that entire row. Keep doubling, halving, and crossing out until the number in the second operand is 1. Add up the remaining numbers in the first operand. The total is the product of your original numbers. ...
Cyber Situational Awareness through Operational Streaming Analysis
... deployed on an operational network, and stands as an end-toend characterization environment, that passively monitors and characterizes high-speed / high-volume network traffic in order to provide indications of anomalous behavior for network and system analysts and administrators. Our system consist ...
... deployed on an operational network, and stands as an end-toend characterization environment, that passively monitors and characterizes high-speed / high-volume network traffic in order to provide indications of anomalous behavior for network and system analysts and administrators. Our system consist ...
Chapter 1 General Introduction
... Here ‘all of’ and ‘for some’ are the quantifiers that provide the logical glue of the explanation of what it means to be prime, or to be a divisor. Other examples with many quantifiers occur in Euclid’s geometry and spatial reasoning in general. We will devote two entire chapters to the logic of the ...
... Here ‘all of’ and ‘for some’ are the quantifiers that provide the logical glue of the explanation of what it means to be prime, or to be a divisor. Other examples with many quantifiers occur in Euclid’s geometry and spatial reasoning in general. We will devote two entire chapters to the logic of the ...
Scientific Visualization versus Information Visualization
... 3. Carr, D. B., Nicholson, W. L.: Evaluation of Graphical Techniques for Data in dimensions 3 to 5: Scatterplot Matrix, Glyph, and Stereo Examples Proceedings of the Section on Statistical Computing (1985) 229–235 4. Pickett, R. M., Grinstein, G.: Iconographic Displays for Visualizing Multidimension ...
... 3. Carr, D. B., Nicholson, W. L.: Evaluation of Graphical Techniques for Data in dimensions 3 to 5: Scatterplot Matrix, Glyph, and Stereo Examples Proceedings of the Section on Statistical Computing (1985) 229–235 4. Pickett, R. M., Grinstein, G.: Iconographic Displays for Visualizing Multidimension ...
Counting Inversions, Offline Orthogonal Range Counting, and Related Problems Timothy M. Chan
... of points inside each rectangle. The problem has be constructed faster in O(n lg n) time. The generalization of the result in dimenan immediate application to 2-d orthogonal segment intersection counting: given n horizontal/vertical line sion d has O(n lgd−2+1/d n) preprocessing time, O(n(lg n/ lg l ...
... of points inside each rectangle. The problem has be constructed faster in O(n lg n) time. The generalization of the result in dimenan immediate application to 2-d orthogonal segment intersection counting: given n horizontal/vertical line sion d has O(n lgd−2+1/d n) preprocessing time, O(n(lg n/ lg l ...
Tutorial 1 C++ Programming
... • What is the time complexity of f(n), if g(n) is: To answer this, we must draw the recursive execution tree… a) g(n) = O(1) O(n), a sum of geometric series of 1+2+4+…+2log2 n = 1+2+4+…+n = c*n b) g(n) = O(n) O(n log n), a sum of (n+n+n+…+n) log2 n times, so, n log n c) g(n) = O(n2) O(n2), a sum of ...
... • What is the time complexity of f(n), if g(n) is: To answer this, we must draw the recursive execution tree… a) g(n) = O(1) O(n), a sum of geometric series of 1+2+4+…+2log2 n = 1+2+4+…+n = c*n b) g(n) = O(n) O(n log n), a sum of (n+n+n+…+n) log2 n times, so, n log n c) g(n) = O(n2) O(n2), a sum of ...
Paper - George Karypis
... hand corner of the matrix will be idle for more time as the size of the matrix increases. But, the two dimensional cyclic mapping solves this problem by localizing the pipeline to a xed portion of the matrix independent of the size of the matrix. This is a very desirable property for achieving sca ...
... hand corner of the matrix will be idle for more time as the size of the matrix increases. But, the two dimensional cyclic mapping solves this problem by localizing the pipeline to a xed portion of the matrix independent of the size of the matrix. This is a very desirable property for achieving sca ...
Introduction to GAMS, Netlib, Numerical Recipes
... A repository contains freely available software, documents, and databases of interest to the numerical, scientific computing, and other communities. ...
... A repository contains freely available software, documents, and databases of interest to the numerical, scientific computing, and other communities. ...
A Reasoning Concept Inventory for Computer
... the implementation based only on the specifications of those parts. In fact, one can construct such a component even before any implementations of the smaller parts are ready. (Of course, those parts must eventually be implemented, either in parallel or at some later time for the software system to ...
... the implementation based only on the specifications of those parts. In fact, one can construct such a component even before any implementations of the smaller parts are ready. (Of course, those parts must eventually be implemented, either in parallel or at some later time for the software system to ...
Theoretical computer science
Theoretical computer science is a division or subset of general computer science and mathematics that focuses on more abstract or mathematical aspects of computing and includes the theory of computation.It is not easy to circumscribe the theory areas precisely and the ACM's Special Interest Group on Algorithms and Computation Theory (SIGACT) describes its mission as the promotion of theoretical computer science and notes:Template:""To this list, the ACM's journal Transactions on Computation Theory adds coding theory, computational learning theory and theoretical computer science aspects of areas such as databases, information retrieval, economic models and networks. Despite this broad scope, the ""theory people"" in computer science self-identify as different from the ""applied people."" Some characterize themselves as doing the ""(more fundamental) 'science(s)' underlying the field of computing."" Other ""theory-applied people"" suggest that it is impossible to separate theory and application. This means that the so-called ""theory people"" regularly use experimental science(s) done in less-theoretical areas such as software system research. It also means that there is more cooperation than mutually exclusive competition between theory and application.