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Teoria mnogości inaczej nazywana teorią zbiorów jest to teoria matematyczna Na gruncie teorii mnogości można zdefiniować wszystkie podstawowe pojęcia.
Table of contents
In addition, the Dictionary is now supplemented with millions of real-life translation examples from external sources.
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So, now you can see how a concept is translated in specific contexts. We are able to identify trustworthy translations with the aid of automated processes.
The main sources we used are professionally translated company, and academic, websites. In addition, we have included websites of international organizations such as the European Union. Because of the overwhelming data volume, it has not been possible to carry out a manual editorial check on all of these documents.
So, we logically cannot guarantee the quality of each and every translation. We are working on continually optimizing the quality of our usage examples by improving their relevance as well as the translations. In addition, we have begun to apply this technology to further languages in order to build up usage-example databases for other language pairs.
We also aim to integrate these usage examples into our mobile applications mobile website, apps as quickly as possible. You will find the translations found for all senses of the headword under the tab "Usage Examples". The examples come from the entire data collection of the PONS Dictionary and are all editorially certified.
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Oprawa wydawnicza plotno, obwoluta. More information about this seller Contact this seller 2. Condition: Good. More information about this seller Contact this seller 3. Published by Verlag Dr. Kovac, Hamburg From: Verlag Dr.
Robert Ralowski - Citações do Google Acadêmico
Kovac GmbH Hamburg, Germany. The level of the subject is defined by the prerequisites.
The fact whether the subject is obligatory or optional depends on the programme included in the table. For all different programmes a given subject can be both optional and obligatory. This decision is made by the Faculty Council. Introduction to basic propositional calculus and the algebra of sets.
Strengthening the knowledge and skills connected with elementary functions. Making students capable of solving equations and inequalities. The principal aim of the subject is a repetition and an extension of fundamental notions of mathematics, mathematical logic, set theory and elementary functions.