1 Compute probability of current state 2 compute the probability of observation sequence 3 Improve the probability of past state 4 Viterbi algorithm 5 Expectation Maximization 6 Temporal probabilistic model 7 Do not change over time 8 A directed acyclic graph (DAG) 9 Set of sentences in a formal language 10 Sentences taken as true without proof 11 Logically deducing new sentences from old sentences 12 Means that one sentence follows from another sentence 13 When applies to P and Q results to true iff P is true and Q is true 14 When applies to P and Q results to true iff P is true or Q is true 15 When applies to P and Q results to true iff P is false or Q is true

Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
Section: Chapter Questions
Problem 1PE
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Axiom

Bayesian Networks
Biconditional
Conjunction
Decoding
Disjunction
Entailment
Evaluating
Filtering
HMM (Hidden Markov Model)
Implication
Inference
Knowledge Base
Learning
Negation
Predicting
Semantics
Smoothing
Stationary Process
Syntax
1 Compute probability of current state
2 compute the probability of observation sequence
3 Improve the probability of past state
4 Viterbi algorithm
5 Expectation Maximization
6 Temporal probabilistic model
7 Do not change over time
8 A directed acyclic graph (DAG)
9 Set of sentences in a formal language
10 Sentences taken as true without proof
11 Logically deducing new sentences from old sentences
12 Means that one sentence follows from another sentence
13 When applies to P and Q results to true iff P is true and Q is true
14 When applies to P and Q results to true iff P is true or Q is true
15 When applies to P and Q results to true iff P is false or Q is true
Transcribed Image Text:1 Compute probability of current state 2 compute the probability of observation sequence 3 Improve the probability of past state 4 Viterbi algorithm 5 Expectation Maximization 6 Temporal probabilistic model 7 Do not change over time 8 A directed acyclic graph (DAG) 9 Set of sentences in a formal language 10 Sentences taken as true without proof 11 Logically deducing new sentences from old sentences 12 Means that one sentence follows from another sentence 13 When applies to P and Q results to true iff P is true and Q is true 14 When applies to P and Q results to true iff P is true or Q is true 15 When applies to P and Q results to true iff P is false or Q is true
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