Download presentation
Presentation is loading. Please wait.
1
Donna Fritzsche (Hummingbird Design)
Ontology Summit 2017: AI, Learning, Reasoning, and Ontologies Introduction to Ontologies and Reasoning (Track C) Summary Report March 29, 12:30 EST Track Co-Champions Donna Fritzsche (Hummingbird Design) Ram D. Sriram (NIST)
2
Track C: Ontologies & Reasoning
The goal of the 2017 Ontology Summit is to explore, identify and articulate the relationships between between ontologies, AI, machine learning and reasoning. The theme of march 22nd virtual meeting is to discuss techniques developed for reasoning using various ontological foundations.
3
Anatomy of an Intelligent Agent: A View
Consider the basic definition of an Intelligent Agent and its components: “In artificial intelligence, an intelligent agent (IA) is an autonomous entity which observes through sensors and acts upon an environment using actuators (i.e. it is an agent) and directs its activity towards achieving goals (i.e. it is "rational", as defined in economics.) Intelligent agents may also learn or use knowledge to achieve their goals.” (Wikipedia) Basic Components Sensors Knowledge Inference (& Machine Learning) Actuators Additional attributes Feedback mechanisms Emotion and sentiment analysis Social network
4
Anatomy of an Intelligent Agent: A View
Consider the basic definition of an Intelligent Agent and its components: “In artificial intelligence, an intelligent agent (IA) is an autonomous entity which observes through sensors and acts upon an environment using actuators (i.e. it is an agent) and directs its activity towards achieving goals (i.e. it is "rational", as defined in economics.) Intelligent agents may also learn or use knowledge to achieve their goals.” (Wikipedia) Basic Components Sensors Knowledge Inference (& Machine Learning) Actuators Additional attributes Feedback mechanisms Emotion and sentiment analysis Social network
5
Ontology Spectrum for Reasoning
strong semantics Modal Logic First Order Logic Logical Theory Is Disjoint Subclass of with transitivity property From less to more expressive CATEGORY THEORY Description Logic DAML+OIL, OWL UML Conceptual Model Is Subclass of RDF/S Semantic Interoperability XTM Extended ER Thesaurus Has Narrower Meaning Than The Ontology Spectrum depicts a range of semantic models. What is normally known as an ontology can range from the simple notion of a the terminological model can range from the simple notion of a Taxonomy (terms[1] or concepts[2] with minimal hierarchic or parent/child structure), to a Thesaurus (terms, synonyms, broader than/narrower than term taxonomies, association relation), to a Conceptual Model (concepts structured in a subclass hierarchy, generalized relations, properties, attributes, instances), to a Logical Theory (elements of a Conceptual Model focusing however on real world semantics and extended with axioms and rules, also represented in a logical KR language enabling machine semantic interpretation). A Conceptual Model can be considered a weak ontology; a Logical Theory can be considered a strong ontology. The Ontology Spectrum therefore displays the range of models in terms of expressivity or richness of the semantics that the model can represent , from “weak” or less expressive semantics at the lower left (value set, for example), to “strong” or more expressive semantics at the upper right. The blue lines, labeled by syntactic interoperability, structural interoperability, and semantic interoperability, indicate roughly the expressiveness of the model required to respectively address those levels of interoperability. XML is sufficient for syntactic interoperability, XML Schema enables structural interoperability, but a minimum of RDF is necessary for semantic interoperability. [1] Terms (terminology): Natural language words or phrases that act as indices to the underlying meaning, i.e., the concept (or composition of concepts) The syntax (e.g., string) that stands in for or is used to indicate the semantics (meaning). [2] Concept: A unit of semantics (meaning), the node (entity) or link (relation) in the mental or knowledge representation model. In an ontology, a concept is the primary knowledge construct, typically a class, relation, property, or attribute, generally associated with or characterized by logical rules. In an ontology, these classes, relations, properties are called concepts because it is intended that they correspond to the mental concepts that human beings have when they understand a particular body of knowledge (subject matter area or domain). In general, a concept can be considered a placeholder for a real world referent, and thus ontology as an engineering prduct is about representing the semantics of the real world in a model that is usable and interpretable by machine. ER DB Schemas, XML Schema Structural Interoperability Taxonomy Is Sub-Classification of Relational Model, XML Syntactic Interoperability weak semantics Courtesy: Leo Obrst, MITRE 5 5 1
6
Agenda for March 22, 2017 Time: 12:30 pm – 1pm
Speaker: Eugen Kuksa, University of Magdeburg Presentation Title: Reasoning with Ontologies in Ontohub Time: 1pm – 1:30pm Speaker: Pascal Hitzler, Wright State University Presentation Title: On the Roles of Axiomatizations for Ontologies Time: 1:30pm – 2pm: Speaker: Jans Aasman, Franz Inc. Presentation Title: Cognitive Probability Graphs need an Ontology, Jans Aasman, Franz Inc. Time: 2:00 – 2:30pm Discussion (optional)
7
Reasoning with ontologies in Ontohub
Reasoning in Ontohub | 1 FACULT Y OF COMPUT ER SCIENCE Reasoning with ontologies in Ontohub Eugen Kuksa Research group for theoretical computer science Institute for Intelligent Cooperating Systems (IKS) Otto-von-Guericke-Universität, Magdeburg, Germany
8
Ontohub • . . . Web application: https://ontohub.org
Repository for ontologies Version control (git) Integrated editor for small files Analyses ontologies Supports different logics OWL CommonLogic TPTP (FOF, THF, etc.) • . . . Brings tool support FaCT, Pellet CVC4, Darwin, E-Prover, Geo-III, SPASS, Vampire Leo-II, Satallax, Isabelle
9
Ontohub: Key Points How Ontohub works with an example
The Premise Selection Algorithm -- SInE (SUMO Inference Engine) Other premise selection algorithms are being added to Ontohub
10
Roles of Logical Axiomatizations for Ontologies
Pascal Hitzler Data Semantics Laboratory (DaSe Lab) Data Science and Security Cluster (DSSC) Wright State University March 2017 – Ontology Summit 2017 – Pascal Hitzler
11
Summary Monotonic and Non-monotonic reasoning
Explanations of inference in OWL (Abox & Tbox) Instance-based and schema-based inferences
12
Ontolog Forum probability graphs and ontologies
March 2017 Jans Aasman allegrograph.com
13
AKA: Cognitive Computing
Structured Data Knowledge Domain knowledge Linked Open Data Vocabularies Taxonomies/Ontologies Knowledge Domain knowledge Linked Open Data Vocabularies Taxonomies/Ontologies Unstructured Data Unstructured Data and IOT Probabilistic Inferences.
14
The stack for Cognitive Computing in healthcare
Level 9 Personalized Medicine, Prescriptive Analytics, True Cost of Care KNIME as an analytics framework A declarative, semantic description of data frames to automate retrieval of features from the graph A direct R interface to semantic graph Idem for SPARK ML and H20 The results of analytics are fed back into the graph. Level 8 Data Science Platform – Knime, Spark ML, R, H2O Level 7 Big Semantic Data Graph Level 6 Linked Open Data and Knowledge Level 5 Radically simplify ETL Level 4 Radically simplified terminologies: Unified Terminology System Level 3 Radically simplified schemas: Unified Clinical Event Ontology Level 2 Enterprise Data Warehouse Level 1 Fragmented solutions, silos
15
Question What is the role of ontologies in predictive analytics that needs inexact inferences?
16
Snapshot: Reasoning & Ontologies Presentations
Summary Statement Channels/KR Inference Strategy Reasoning with Ontologies in Ontohub Roles of Axiomatizations for Ontologies Cognitive Probability Graphs Part 2 presentation
17
Coming on April 19th Lise Getoor, University of California, Santa Cruz, Knowledge Graphs and Reasoning Yolanda Gil, USC-ISI, Reasoning about Scientific Knowledge with Work Flow Constraints Spencer Rugaber, Georgia Tech, Applications of Ontologies to Biologically Inspired Design
Similar presentations
© 2024 SlidePlayer.com. Inc.
All rights reserved.