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Understanding the role of conceptual relations in Word Sense Disambiguation

Understanding the role of conceptual relations in Word Sense Disambiguation

Understanding the role of conceptual relations in Word Sense Disambiguation. Presenter: Tsai Tzung Ruei Authors: David Fernandez-Amoros, Ruben Heradio. 國立雲林科技大學 National Yunlin University of Science and Technology. ESA 2011. Outline. Motivation Objective Methodology Experiments

By lane
(144 views)

Conceptual Graphs

Conceptual Graphs

Conceptual Graphs. Graph Structure Finite, connected, bipartite Arcs are not labeled Conceptual relation nodes are introduced between concepts The bipartite nature of the graph means concepts can only link to conceptual relations and vice versa

By rebekah-mullins
(148 views)

Early Work

Early Work

Masterman: 100 primitive concepts, 15,000 concepts Wilks: Natural Language system using semantic networks Shapiro: Propositional calculus based semantic network. Early Work. Nodes correspond to word concepts with links to other concepts used to define it.

By youngdavid
(0 views)


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Relation

Relation

Relation.

By feng (111 views)

Relation

Relation

Relation. Relations. Recall the definition of the Cartesian (Cross) Product: The Cartesian Product of sets A and B, A x B, is the set A x B = {< x,y > : xA and yB }. A relation is just any subset of the CP!! R  AxB Ex: A = students; B = courses.

By andren (140 views)

Relation

Relation

Relation. What will you learn?. Definition of relation Expressing relation. Definition of Relation. Dina likes to eat strawberry and watermelon. Ani likes to eat pineapple. Cika likes to eat watermelon. If set A = { Dina, Ani, Cika} and set B = {strawberry, pineapple, watermelon}

By jyolanda (4 views)

Relation

Relation

Relation. www.ajwmathematics.wordpress.com. Peta Konsep. www.ajwmathematics.wordpress.com. Tujuan Pembelajaran. Siswa dapat menyebutkan definisi relasi Siswa dapat menyajikan relasi dalam diagram panah , himpunan pasangan berurutan , dan diagram Cartesius.

By dysart (2 views)

Relation

Relation

Relation. Combining Relations. Because relations from A to B are subsets of A x B, two relations from A to B can be combined in any way two sets can be combined. Let A = {1, 2, 3} and B = {1, 2, 3, 4}. The relations R 1 ={(1, 1), (2, 2), (3, 3)} and

By kiele (119 views)

Relation

Relation

Relation . Def: A relation is any set of ordered pairs. Ex) { ( 2, 3), ( 4, -3), ( 5, 9), ( 3, 2) } Def: The Domain (Input) of a relation is the set of all x values. D = { 2, 4, 5, 3 } Def: The Range (Output) of a relation is the set of all y values. R = { 3, - 3, 9, 2 } .

By kobe (254 views)

Relation

Relation

Relation . Def: A relation is any set of ordered pairs. Ex) { ( 2, 3), ( 4, -3), ( 5, 9), ( 3, 2) } Def: The Domain (Input) of a relation is the set of all x values. D = { 2, 4, 5, 3 } Def: The Range (Output) of a relation is the set of all y values. R = { 3, - 3, 9, 2 }.

By glendab (5 views)

CONCEPTUAL

CONCEPTUAL

CONCEPTUAL. Concept: A system that support interactive electronic menu system for restaurant/bar and coffee shop related businesses which is intended to replace traditional paper menus.

By teddy (93 views)

Relation (Table)

Relation (Table)

Relation (Table). Row/Tuple/Record. Column/Attribute/Field. Column Types. Primary Key. Unique For Each Row. Basic Table Operations. CREATE TABLE students ( id INT AUTO_INCREMENT, name VARCHAR(30), birth DATE, gpa FLOAT, grad INT, PRIMARY KEY(id));

By edison (86 views)

binary relation:

binary relation:

Discrete Math for CS. Binary Relation Exercise:. If R = { (a,b): a < b}. Show R on the diagram below.. . . A. B. . . . . . . . . 8. 6. 4. 2. 1. 3. 5. 7. . . . . . . . . . . . . . . . . Discrete Math for CS. Binary Relations as Sets of Ordered Pairs:. Because we mention one set before another in a Cartesian Product, A x B, the element, (a,b), in any relation, R, over A and B must have its first element from A and its second element from B.So we say that the elements of R form ordered pairs..

By salena (494 views)