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Logic

Study Course Description

Course Description Statuss:Approved
Course Description Version:6.00
Study Course Accepted:02.02.2024 12:29:01
Study Course Information
Course Code:JF_269LQF level:Level 6
Credit Points:2.00ECTS:3.00
Branch of Science:Sociology; Theory and History of SociologyTarget Audience:Person and Property Defence
Study Course Supervisor
Course Supervisor:Vilis Daberts
Study Course Implementer
Structural Unit:Faculty of Social Sciences
The Head of Structural Unit:
Contacts:Dzirciema street 16, Rīga, szfatrsu[pnkts]lv
Study Course Planning
Full-Time - Semester No.1
Lectures (count)12Lecture Length (academic hours)2Total Contact Hours of Lectures24
Classes (count)4Class Length (academic hours)2Total Contact Hours of Classes8
Total Contact Hours32
Part-Time - Semester No.1
Lectures (count)4Lecture Length (academic hours)2Total Contact Hours of Lectures8
Classes (count)2Class Length (academic hours)2Total Contact Hours of Classes4
Total Contact Hours12
Study course description
Preliminary Knowledge:
No prerequisites.
Objective:
To acquaint students with terminology used in the field of logic, so that they are able to use them in dealing with problem situations. Tasks: Ensuring that students understand correct terminology in the field of logic: conclusions with complex premises, logical form of syllogisms, mutual relations of terms.
Topic Layout (Full-Time)
No.TopicType of ImplementationNumberVenue
1Philosophy of Logic. Logical Parameters of a Concept. Types of Concepts. Logical Operations with Concepts.Lectures1.00auditorium
2Defining Concepts. Mutual Relations of Concepts. Types of Conclusions, Formalisation Thereof.Lectures2.00auditorium
3Complex Conclusions. Basic Laws of Logic. Logical Square. Direct Deductive Conclusions.Lectures3.00auditorium
Classes2.00auditorium
4Syllogism, Figures and Modes Thereof. Verification of Correctness of a Syllogism with Different Methods.Lectures2.00auditorium
5Deductive Conclusions with Complex Premises.Lectures1.00auditorium
6Theory of Argumentation. Logical Paradoxes.Lectures3.00auditorium
Classes2.00auditorium
Topic Layout (Part-Time)
No.TopicType of ImplementationNumberVenue
1Philosophy of Logic. Logical Parameters of a Concept. Types of Concepts. Logical Operations with Concepts.Lectures0.50auditorium
2Defining Concepts. Mutual Relations of Concepts. Types of Conclusions, Formalisation Thereof.Lectures0.50auditorium
3Complex Conclusions. Basic Laws of Logic. Logical Square. Direct Deductive Conclusions.Lectures1.00auditorium
Classes1.00auditorium
4Syllogism, Figures and Modes Thereof. Verification of Correctness of a Syllogism with Different Methods.Lectures0.50auditorium
5Deductive Conclusions with Complex Premises.Lectures0.50auditorium
6Theory of Argumentation. Logical Paradoxes.Lectures1.00auditorium
Classes1.00auditorium
Assessment
Unaided Work:
Report, written assignments, analysis of literature, collection of information on the Internet, situation analysis.
Assessment Criteria:
Routine tests are passed.
Final Examination (Full-Time):Exam (Written)
Final Examination (Part-Time):Exam (Written)
Learning Outcomes
Knowledge:Ability to show comprehensive and special knowledge that corresponds to the field of work and understanding of formalisation procedures, to determine definitions, to understand logical regulations of law, formalisation of laws and regulations, to verify the formal correctness of conclusions, as well as to carry out correct argumentation.
Skills:Ability to use general and specific terminology, carry out practical tasks. To prepare a written argumentative story on a topic related to the profession, analyse the argumentation and provide constructive solutions to the problem, and present it.
Competencies:Ability to describe and analyse practical problems in argumentation, to select and use information for communicating with the public.
Bibliography
No.Reference
Required Reading
1Apsalons E. Valodas lietojuma loģika. R.2011.
2Boļšakovs I., Ņikiforovs V. Loģika. 2008.
3Daberts V. Loģika. R. 2004.
4Vedins I. Loģika. R. 1998.
5Veits D.P. Loģika. R. 2000.
6Sullivan, S.M. An Introduction To Traditional Logic: Classical Reasoning For Contemporary Minds. NC.2006
7Daberts V. Loģika – II. – Rīga: LUMA, 2005. – 315 lpp.
8Vedins I. Loģika. – Rīga: Avots, 2009. – 399. lpp.
9I.Vedins, J.Golde. Uzdevumi loģikā. R., 1992., 53 uzdevumi.
Additional Reading
1Quine W.V.O. Grundzüge der Logik. – Frankfurt am Main, 1995.
2Daberts V. Saturiskais termins autoloģiskā lietojumā un metafora //Latvijas Policijas akadēmijas Raksti, Nr. 6, 1999, 21. – 34. lpp.
3Daberts V. Slēdzienu pareizība verifikatīvajā un alētiskajā aspektā // Latvijas Policijas akadēmijas Raksti, Nr. 7, 2000, 41. – 52. lpp.
4Бepкoв B.Ф., ЯcкeвичЯ.C., ПaвлюkeвиЧ B.И. Лoгикa. Mинcк‚ 1997
Other Information Sources
1Ilustrētā zinātne
2Ilustrētā vēsture
3www.lirika.lv
4www.satori.lv
5Jurista vārds