Examples of 'connectives' in a sentence
Meaning of "connectives"
connective (noun) - a word or phrase that connects clauses or sentences or coordinates words in the same clause
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- plural of connective
How to use "connectives" in a sentence
Basic
Advanced
connectives
Subordinating connectives are used to create dependant clauses.
Compound propositions are formed by connecting propositions by logical connectives.
Such connectives are part of everyday reasoning.
Combined using logical connectives and quantifiers.
Logical connectives are found in natural languages.
All truth functions of the basic connectives are continuous.
Connectives and conjunctions are used to join ideas together.
The propositional connectives that are used in that argument.
This is achieved through the use of logical connectives.
These connectives are functionally complete.
Write the following propositions using logical connectives.
The propositions without logical connectives are called atomic propositions.
Discourse markers are also called connectives.
Discourse connectives are words that relate two clauses in a sentence.
Conjunction are important truth functional connectives.
See also
Connectives and conjunctions are used for linking ideas together.
Relationships between predicates can be stated using logical connectives.
You must use the logical connectives and and or.
Rules are formed by connecting atomic formulae with logical connectives.
Sentence connectives connect or contrast two sentences or sometimes two words.
Boolean functions and connectives.
Connectives for explanation.
Now we list the rules for the logical connectives.
This collection includes all connectives and quantifiers of classical logic.
This inductive definition can be easily extended to cover additional connectives.
The rules depend on which logical connectives appear in the formula.
These connectives are combined with the use of not for negation.
Two important types of logical constants are logical connectives and quantifiers.
Connectives are out.
Proper use of connectives.
The following logical equivalences demonstrate that commutativity is a property of particular connectives.
Reduced sets of connectives.
The following logical equivalences demonstrate that associativity is a property of particular connectives.
There are few connectives.
Different implementation of classical logic can choose different functionally complete subsets of connectives.
In this way all logical connectives can be expressed in terms of preserving logical truth.
These correspond to possible choices of binary logical connectives for classical logic.
Some logical connectives possess properties which may be expressed in the theorems containing the connective.
Sentences are then built up out of atomic formulas by applying connectives and quantifiers.
Proximal swellings and connectives are reported for the first time in Isoetes roots.
Compound formulas are formed by combining the atomic formulas using the logical connectives.
We establish a concrete interpretation of the linear connectives with respect to their syntactical properties.
Different implementations of classical logic can choose different functionally complete subsets of connectives.
It was not observed descriptive without connectives narratives for CG.
The other kinetosomes are irregularly associated with this kinetosome by dense basal connectives.
Rules for Connectives.
The first part of the study looked at how children process discourse connectives.
Here are examples of connectives suitable for sumti,.
They are not atomic formulae but are built up from atomic formulae using logical connectives.
Now, we explain the connectives by giving logical rules.
