# hyperbolic vs inflated what difference

## what is difference between hyperbolic and inflated

## English

### Alternative forms

- hyperbolick (obsolete)

### Pronunciation

- (US) enPR: hīpərbŏl’ĭk, IPA
^{(key)}: /ˌhaɪpɚˈbɑlɪk/ - Rhymes: -ɒlɪk

### Etymology 1

*hyperbole* + *-ic*

#### Adjective

**hyperbolic** (*comparative* **more hyperbolic**, *superlative* **most hyperbolic**)

- Of or relating to hyperbole.
- Using hyperbole: exaggerated.

##### Synonyms

- hyperbolical

##### Translations

### Etymology 2

*hyperbola* + *-ic*

#### Adjective

**hyperbolic** (*not comparable*)

- Of or pertaining to a hyperbola.
**1988**, R. F. Leftwich, “Wide-Band Radiation Thermometers”, chapter 7 of, David P. DeWitt and Gene D. Nutter, editors,*Theory and Practice of Radiation Thermometry*, →ISBN, page 512 [2]:- In this configuration the on-axis image is produced at the real
**hyperbolic**focus (f_{s2}) but off-axis performance suffers.

- In this configuration the on-axis image is produced at the real

- Indicates that the specified function is a hyperbolic function rather than a trigonometric function.
*The***hyperbolic**cosine of zero is one.

- (mathematics, of a metric space or a geometry) Having negative curvature or sectional curvature.
**1998**, Katsuhiko Matsuzaki and Masahiko Taniguchi,, 2002 reprint, Oxford, →ISBN, page 8, proposition 0.10 [3]:**Hyperbolic**Manifolds and Kleinian Groups- There is a universal constant $$

m

0

>

0

{\displaystyle m_{0}>0}

such that every

$$**hyperbolic**surface

R

{\displaystyle R}

has an embedded

$$**hyperbolic**disk with radius greater than

m

0

{\displaystyle m_{0}}

.

- There is a universal constant $$

- (geometry, topology, of an automorphism) Whose domain has two (possibly ideal) fixed points joined by a line mapped to itself by translation.
**2001**, A. F. Beardon, “The Geometry of Riemann Surfaces”, in, E. Bujalance, A. F. Costa, and E. Martínez, editors,*Topics on Riemann Surfaces and Fuchsian Groups*, Cambridge, →ISBN, page 6 [4]:- A
**hyperbolic**isometry $$

f

{\displaystyle f}

has two (distinct) fixed points on

$$

∂

H

{\displaystyle \partial {\mathcal {H}}}

.

- A

- (topology) Of, pertaining to, or in a hyperbolic space (a space having negative curvature or sectional curvature).
**2001**, A. F. Beardon, “The Geometry of Riemann Surfaces”, in, E. Bujalance, A. F. Costa, and E. Martínez, editors,*Topics on Riemann Surfaces and Fuchsian Groups*, Cambridge, →ISBN, page 6 [5]:- Exactly one hypercycle is a
**hyperbolic**geodesic, and this is called the*axis*$$

A

f

{\displaystyle A_{f}}

of

$$

f

{\displaystyle f}

.

- Exactly one hypercycle is a

##### Derived terms

##### Translations

## English

### Adjective

**inflated** (*comparative* **more inflated**, *superlative* **most inflated**)

- Filled with air or fluid
*The***inflated**balloons danced in the breeze.

- Expanded; in a state of inflation, of abnormally increased size, amount, etc.
*His***inflated**belly looked uncomfortable.

- (economics): In a state of higher cost.
*His***inflated**prices made the vendor unpopular.

- (figuratively) Pompous; arrogant (
*of a person or ego*) - (figuratively) Containing excessive, meaningless words, particularly for show
*The***inflated**speech did not impress the audience.

- Higher that the true figure
**inflated**incidence figures

#### Synonyms

(filled with air, or expanded):

- bloated
- bulging
- expanded
- filled
- swelled
- swollen
- tumid
- turgid

(containing excessive words):

- bloated
- bombastic
- pompous

#### Antonyms

- deflated

#### Derived terms

- hyperinflated
- overinflated
- underinflated

#### Translations

### Verb

**inflated**

- simple past tense and past participle of
*inflate*

### Anagrams

- Tanfield

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