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Java Software Structures, 4th Edition Exercise Solutions, Ch. 8
Java Software Structures, 4th Edition Exercise Solutions, Ch. 8

Hidden Markov Models - Jianbo Gao's Home Page
Hidden Markov Models - Jianbo Gao's Home Page

... Problem 1: Alternative solution Backward algorithm: ...
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A+B

Hidden Markov Models
Hidden Markov Models

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... • Both complicate reasoning about program behavior. • However, that doesn’t mean we can do without side effects – Persistence – Dispensing cash – Requesting input – Displaying a page ...
ALGO-O
ALGO-O

4.5 distributed mutual exclusion
4.5 distributed mutual exclusion

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Linear Systems

...  Here, L is a lower triangular matrix. Hence, this factorization is called LU factorization  Theorem. If A ∈ Rnxn and det(A(1:k, 1:k))≠ 0 for k = 1:n-1, then there exists a unit lower triangular L ∈ Rnxn and an upper triangular U ∈ Rnxn such that A = LU. If this is the case and A is non-singular, ...
External Memory Value Iteration
External Memory Value Iteration

... An orthogonal approach to solve large MDPs is to use approximation techniques to solve not the original problem but an approximation of it with the hope ...
Sub-Markov Random Walk for Image
Sub-Markov Random Walk for Image

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... is  there  a  cycle  that  visits  each   vertex  exactly  once?   •  Knapsack:  Given  a  set  of  items  i   with  weights  wi  and  values  vi,  and   numbers  W  and  V,  does  there   exist  a  subset  of  at  most  W  it ...
Surviving Failures in Bandwidth Constrained
Surviving Failures in Bandwidth Constrained

... number of candidate swaps and choose the one that most improves FTC.  Also during graph cut, logical machines of same service are grouped into smaller number of representative nodes. ...
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Learning and designing stochastic processes from logical constraints

A Polynomial time Algorithm for the Maximum Weight Independent
A Polynomial time Algorithm for the Maximum Weight Independent

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Conservation decision-making in large state spaces

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A proof of GMP square root

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Chapter 8 Notes

... DP solution to the coin-row problem Let F(n) be the maximum amount that can be picked up from the row of n coins. To derive a recurrence for F(n), we partition all the allowed coin selections into two groups: those without last coin – the max amount is ? those with the last coin -- the max amount i ...
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... §  We saw this with the Fibonacci example ...
Introduction to "Mathematical Foundations for Software Engineering"
Introduction to "Mathematical Foundations for Software Engineering"

... He went on to prove that there was no solution to the Entscheidungsproblem by first showing that the halting problem for Turing machines is undecidable: it is not possible to decide, in general, algorithmically whether a given Turing machine will ever halt. (This proof depended on the notion of a Un ...
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ppt - Computer Science at Princeton University

...  No explicit definition of spam required.  Customized for your email.  Adaptive – as spam changes, so does filter ...
computability by probabilistic turing machines
computability by probabilistic turing machines

Message Passing for Max-weight Independent Set
Message Passing for Max-weight Independent Set

... combinatorial optimization problem that naturally arises in many applications. It is known to be NP-hard, and hard to approximate [6]. In this paper we investigate the use of message-passing algorithms, like loopy max-product belief propagation, as practical solutions for the MWIS problem. We now su ...
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Algorithm-analysis (1)

An Algorithm For Finding the Optimal Embedding of
An Algorithm For Finding the Optimal Embedding of

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Algorithm characterizations

Algorithm characterizations are attempts to formalize the word algorithm. Algorithm does not have a generally accepted formal definition. Researchers are actively working on this problem. This article will present some of the ""characterizations"" of the notion of ""algorithm"" in more detail.This article is a supplement to the article Algorithm.
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