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Pratama's blog On Senin, 28 Maret 2016


Connotation Definition

Connotation refers to a meaning that is implied by a word apart from the thing which it describes explicitly. Words carry cultural and emotional associations or meanings in addition to their literal meanings or denotations.

For instance, “Wall Street” literally means a street situated in Lower Manhattan but connotatively it refers to “wealth” and “power”.
Positive and Negative Connotations
Words may have positive or negative connotations that depend upon the social, cultural and personal experiences of individuals. For example, the words childish, childlike and youthful have the same denotative but different connotative meanings. Childish and childlike have a negative connotation as they refer to immature behavior of a person. Whereas, youthful implies that a person is lively and energetic.

Common Connotation Examples

Below are a few connotation examples. Their suggested meanings are shaped by cultural and emotional associations:
  • A dog connotes shamelessness or an ugly face.
  • A dove implies peace or gentility.
  • Home suggests family, comfort and security.
  • Politician has a negative connotation of wickedness and insincerity while statesperson connotes sincerity.
  • Pushy refers to someone loud-mouthed and irritating.
  • Mom and Dad when used in place of mother and father connote loving parents.
Examples of Connotation in Literature

In literature, it is a common practice among writers to deviate from the literal meanings of words in order to create novel ideas. Figures of speech frequently employed by writers are examples of such deviations.

Example 1
Metaphors are words that connote meanings that go beyond their literal meanings. Shakespeare in his Sonnet 18 says:
“Shall I Compare Thee to a Summer’s Day”
Here, the phrase “a Summer’s Day” implies the fairness of his beloved. Similarly, John Donne says in his poem “The Sun Rising”:
“She is all states, and all princes, I.”
This line suggests the speaker’s belief that he and his beloved are wealthier than all the states, kingdoms, and rulers in the whole world because of their love.

Example 2
Irony and satire exhibit connotative meanings, as the intended meanings of words are opposite to their literal meanings. For example, we see a sarcastic remark passed by Antonio on Shylock, the Jew, in William Shakespeare’s play “The Merchant of Venice”:
“Hie thee, gentle Jew.
The Hebrew will turn Christian: he grows kind.”
The word “Jew” has a negative connotation of wickedness, while “Christian” demonstrates positive connotations of kindness.

reference:

Denotation Definition

Denotation is generally defined as literal or dictionary meanings of a word in contrast to its connotative or associated meanings.
Let us try to understand this term with the help of an example. If you search for meaning of the word “dove” in a dictionary, you will see that its meaning is “a type of pigeon, a wild and domesticated bird having a heavy body and short legs.” In literature, however, you frequently see “dove” referred to as a symbol of peace.
Denotation and Connotation

In literary works, we find it a common practice with writers to deviate from the dictionary meanings of words to create fresher ideas and images. Such deviations from the literal meanings are called the use of figurative language or literary devices e.g. metaphors, similes, personifications, hyperboles, understatements, paradoxes, and puns etc. Even in our daily conversation, we diverge from the dictionary meanings of words and prefer connotative or associated meanings of words in order to accurately convey our message. Below is a list of some common deviations from denotative meanings of words that we experience in our day to day life:

  • A dog is used to suggest shamelessness or an ugly face.
  • A dove is used to suggest peace or gentility.
  • Home is used to suggest family, comfort and security.
  • Politician has a negative connotation of wicked and insincere person
  • Pushy refers to someone loud-mouthed and irritating.
  • Mom and Dad when used instead of mother and father suggest loving parents.
Denotation Examples in Literature
Let us analyze a few examples from literature:

1. An example of denotation literary term can be found in the poetic work of Robert Frost’s “Mending Wall”:
“And on a day we meet to walk the line
And set the wall between us once again.
We keep the wall between us as we go.
To each the boulders that have fallen to each.”
In the above lines, the word “wall” is used to suggest a physical boundary which is its denotative meaning but it also implies the idea of “emotional barrier”.

2. William Wordsworth in his poem “A Slumber Did My Spirit Seal” says:
“A slumber did my spirit seal;
I had no human fears–
She seemed a thing that could not feel
The touch of earthly years.
No motion has she now, no force;
She neither hears nor sees;
Roll’d round in earth’s diurnal course
With rocks, and stones, and trees.”
Wordsworth makes a contrast between a living girl and a dead girl in the first and second stanza respectively. We are familiar to the meanings of the words used in the last line of the second stanza; rock, stone and tree but the poet uses them connotatively where rock and stone imply cold and inanimate object and the tree suggests dirt and thus the burial of that dead girl.

reference:

Implication definition

Logic
§  Logical consequence (also entailment or logical implication), the relationship between statements that holds true when one logically "follows from" one or more others
§  Material conditional (also material implication, material consequence, or implication), a logical connective and binary truth function typically interpreted as "If p, then q"
§  Implicational propositional calculus, a version of classical propositional calculus which uses only the material conditional connective
§  Strict conditional or strict implication, a connective of modal logic that expresses necessity
§  Implication elimination or modus ponens, a simple argument form and rule of inference summarized as "p implies q; p is asserted to be true, so therefore q must be true"
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