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Formally, two variables are inversely proportional ( or varying inversely, or in inverse variation, or in inverse proportion or in reciprocal proportion ) if one of the variables is directly proportional with the multiplicative inverse ( reciprocal ) of the other, or equivalently if their product is a constant.

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## Some Related Sentences

Formally and two

__Formally__

**,**

**the**Congress serves

__two__functions: to approve changes to

**the**Party constitution regarding policy and to elect

**a**Central Committee

**,**about 300 strong

**.**

__Formally__

**,**these failed when they were rejected by

**the**Church

**of**England's General Synod

**in**1972 ; conversations and co-operation continued

**,**however

**,**leading

**in**2003 to

**the**signing

**of**

**a**covenant between

**the**

__two__churches

**.**

__Formally__

**,**we start

**with**

**a**category C

**with**finite products

**(**i

**.**e

**.**C has

**a**terminal object 1 and any

__two__objects

**of**C have

**a**

**product**).

__Formally__

**,**this means symmetry under

**a**sub-group

**of**

**the**Euclidean group

**of**isometries

**in**

__two__

**or**three dimensional Euclidean space

**.**

__Formally__

**,**EMF

**is**classified as

**the**external work expended per unit

**of**charge to produce an electric potential difference across

__two__open-circuited terminals

**.**

__Formally__

**,**an elliptic function

**is**

**a**function meromorphic on for which there exist

__two__non-zero complex numbers and

**with**

**(**

**in**

**other**words

**,**not parallel ), such that and for all

**.**

**(**

__Formally__speaking

**,**this then satisfies

**the**premises

**of**an axiom

**of**well-founded induction

**,**which asserts that these

__two__conditions

**are**sufficient for

**the**proposition to hold for all x

**.**

__Formally__

**,**it

**is**

**a**norm defined on

**the**space

**of**bounded linear operators between

__two__given normed vector spaces

**.**

__Formally__

**,**

**a**Lie superalgebra

**is**

**a**

**(**nonassociative

**)**Z < sub > 2 </ sub >- graded algebra

**,**

**or**superalgebra

**,**over

**a**commutative ring

**(**typically R

**or**C

**)**whose

**product**

**,**called

**the**Lie superbracket

**or**supercommutator

**,**satisfies

**the**

__two__conditions

**(**analogs

**of**

**the**usual Lie algebra axioms

**,**

**with**grading ):

__Formally__

**,**

**the**poem can be understood as

**the**combination

**of**

__two__sonnets

**,**though

**the**spacing

**of**

**the**stanzas

**is**irregular

**.**

__Formally__

**,**given

__two__categories C and D

**,**an equivalence

**of**categories consists

**of**

**a**functor F: C → D

**,**

**a**functor G: D → C

**,**and

__two__natural isomorphisms ε: FG → I < sub > D </ sub > and η: I < sub > C </ sub >→ GF

**.**

__Formally__

**,**

**a**vertex cover

**of**

**a**graph G

**is**

**a**set C

**of**vertices such that each edge

**of**G

**is**incident to at least

**one**vertex

**in**C

**.**The set C

**is**said to cover

**the**edges

**of**G

**.**The following figure shows examples

**of**vertex covers

**in**

__two__graphs

**(**and

**the**set C

**is**marked

**with**red ).

__Formally__

**,**given

__two__partially ordered sets

**(**S

**,**≤) and

**(**T

**,**≤),

**a**function f: S → T

**is**an order-embedding

**if**f

**is**both order-preserving and order-reflecting

**,**i

**.**e

**.**for all x and y

**in**S

**,**

**one**has

__Formally__

**,**he says

**,**

**the**piece consists

**of**

__two__parts

**of**nearly equal length

**,**

**the**end

**of**

**the**first section being bars 24 – 28

**(**p

**.**77 ).

__Formally__

**,**given

**a**finite set X

**,**

**a**collection C

**of**subsets

**of**X

**,**all

**of**size n

**,**has Property B

**if**we can partition X into

__two__disjoint subsets Y and Z such that every set

**in**C meets both Y and Z

**.**

__Formally__known as " Brooks Institute

**of**Photography ," Brooks Institute offers four majors

**,**

__two__certificate programs and

__two__graduate programs

**.**

Formally and variables

__Formally__

**,**collective noun forms such as “

**a**group

**of**people ”

**are**represented by second-order

__variables__

**,**

**or**by first-order

__variables__standing for sets

**(**which

**are**well-defined objects

**in**mathematics and logic ).

__Formally__it

**is**precisely

**in**allowing quantification over class

__variables__α

**,**β

**,**etc., that we assume

**a**range

**of**values for these

__variables__to refer to

**.**

__Formally__

**,**they

**are**partial derivatives

**of**

**the**option price

**with**respect to

**the**independent

__variables__

**(**technically

**,**

**one**Greek

**,**gamma

**,**

**is**

**a**partial derivative

**of**another Greek

**,**called delta ).

__Formally__

**,**dependence refers to any situation

**in**which random

__variables__do not satisfy

**a**mathematical condition

**of**probabilistic independence

**.**

__Formally__

**,**

**a**constraint satisfaction problem

**is**defined as

**a**triple

**,**where

**is**

**a**set

**of**

__variables__

**,**

**is**

**a**domain

**of**values

**,**and

**is**

**a**set

**of**constraints

**.**

__Formally__

**,**

**the**outcomes Y < sub > i </ sub >

**are**described as being Bernoulli-distributed data

**,**where each outcome

**is**determined by an unobserved probability p < sub > i </ sub > that

**is**specific to

**the**outcome at hand

**,**but related to

**the**explanatory

__variables__

**.**

__Formally__

**,**an analytic function ƒ

**(**z

**)**

**of**

**the**real

**or**complex

__variables__z < sub > 1 </ sub >,…, z < sub > n </ sub >

**is**transcendental

**if**z < sub > 1 </ sub >, …, z < sub > n </ sub >, ƒ

**(**z

**)**

**are**algebraically independent

**,**i

**.**e.,

**if**ƒ

**is**transcendental over

**the**field C

**(**z < sub > 1 </ sub >, …, z < sub > n </ sub >).

__Formally__

**,**

**the**algorithm's performance will be

**a**random variable determined by

**the**random bits ; thus either

**the**running time

**,**

**or**

**the**output

**(**

**or**both

**)**

**are**random

__variables__

**.**

__Formally__

**,**an algebraic function

**in**n

__variables__over

**the**field K

**is**an element

**of**

**the**algebraic closure

**of**

**the**field

**of**rational functions K

**(**x < sub > 1 </ sub >,..., x < sub > n </ sub >).

__Formally__

**,**propositional models can be represented by sets

**of**propositional

__variables__; namely

**,**each model

**is**represented by

**the**set

**of**propositional

__variables__it assigns to true

**.**

__Formally__

**,**

**the**extension

**of**circumscription that incorporate

**varying**and fixed

__variables__

**is**as follows

**,**where

**is**

**the**set

**of**

__variables__to minimize

**,**

**the**fixed

__variables__

**,**and

**the**

**varying**

__variables__

**are**those not

**in**:

Formally and are

However

**,**shortly after this positive result**,**Kurt Gödel published On__Formally__Undecidable Propositions**of**Principia Mathematica and Related Systems**(**1931 ), showing that**in**any sufficiently strong axiomatic system there__are__true statements which cannot be proved**in****the**system**.**__Formally__

**,**as per

**the**2002 Memorandum

**of**Understanding between

**the**BSI and

**the**United Kingdom Government

**,**British Standards

__are__defined as:

__Formally__speaking

**,**

**a**collation method typically defines

**a**total order on

**a**set

**of**possible identifiers

**,**called sort keys

**,**which consequently produces

**a**total preorder on

**the**set

**of**items

**of**information

**(**items

**with**

**the**same identifier

__are__not placed

**in**any defined order ).

__Formally__

**,**this sharing

**of**dynamics

**is**referred to as universality

**,**and systems

**with**precisely

**the**same critical exponents

__are__said to belong to

**the**same universality class

**.**

Limits and colimits

**in****a**category C__are__defined by means**of**diagrams**in**C**.**__Formally__**,****a**diagram**of**type J**in**C**is****a**functor from J to C:__Formally__

**,**we

__are__given

**a**set

**of**hypotheses and

**a**set

**of**manifestations ; they

__are__related by

**the**domain knowledge

**,**represented by

**a**function that takes as an argument

**a**set

**of**hypotheses and gives as

**a**result

**the**corresponding set

**of**manifestations

**.**

__Formally__

**,**

**the**word

**is**applied to persons who

__are__publicly accepted

**in**

**a**recognised capacity

**,**such as professional employment

**,**graduation from

**a**course

**of**study

**,**etc., to give critical commentaries

**in**

**one**

**or**any

**of**

**a**number

**of**specific fields

**of**public

**or**private achievement

**or**endeavour

**.**

__Formally__this approximation

**is**founded on

**the**variational principle

**,**valid for Hamiltonians that

__are__bounded from below

**.**

__Formally__most

**of**these approaches

__are__similar to an artificial neural network

**,**as inputs to

**a**node

__are__summed up and

**the**result serves as input to

**a**sigmoid function

**,**e

**.**g., but proteins do often control gene expression

**in**

**a**synergistic

**,**i

**.**e

**.**non-linear

**,**way

**.**

__Formally__

**,**

**the**sets

**of**free and bound names

**of**

**a**process

**in**π – calculus

__are__defined inductively as follows

**.**

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