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* k = 1 ( criticality ): Every fission causes an average of one more fission, leading to a fission ( and power ) level that is constant.

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## Some Related Sentences

k and =

In general

**,**if y__=__f**(**x ), then it can be transformed into y__=__af**(**b**(**x −__k__)) + h**.**In the new transformed function**,****a****is**the factor**that**vertically stretches the function if it**is**greater than**1**or vertically compresses the function if it**is**less than**1****,****and**for negative**a**values**,**the function**is**reflected in the x-axis**.**
3-satisfiability

**is****a**special case**of**k-satisfiability**(**k-SAT**)**or simply satisfiability**(**SAT ), when each clause contains exactly__k____=__3 literals**.**
E has two clauses

**(**denoted by parentheses ), four variables**(**x < sub >**1**</ sub >, x < sub > 2 </ sub >, x < sub > 3 </ sub >, x < sub > 4 </ sub >),**and**__k____=__3**(**three literals per clause ).
However

**,**as**1**+**(**__k__+**1****)**x + kx < sup > 2 </ sup > ≥**1**+**(**__k__+**1****)**x**(**since kx < sup > 2 </ sup > ≥ 0 ), it follows**that****(****1**+ x )< sup >__k__+**1**</ sup > ≥**1**+**(**__k__+**1****)**x**,**which means the statement**is**true for r__=____k__+**1**as required**.**
For example

**,****a**poker hand can be described as**a**5-combination**(**__k____=__5**)****of**cards from**a**52 card deck**(**n__=__52 ).
Furthermore

**,**all solutions x**of**this system are congruent modulo the product**,**N__=__n < sub >**1**</ sub > n < sub > 2 </ sub >… n < sub >__k__</ sub >.
x

__=__**(**c +**(**c ^ 2-4*****__k__)^(**1**/ 2 ))/( 2*****exp**(**t *( c / 2-( c ^ 2-4*****__k__)^(**1**/ 2 )/ 2 ))*( c ^ 2-4*****__k__)^(**1**/ 2 )) -
The divergence

**of****a**continuously differentiable vector field F__=__U i + V j + W__k__**is**equal**to**the scalar-valued function:
Since all probabilities p < sub > i </ sub > add up

**to****one**: p < sub >**1**</ sub > + p < sub > 2 </ sub > + ... + p < sub >__k__</ sub >__=__**1****,**the expected value can be viewed as the weighted**average****,**with p < sub > i </ sub >’ s being the weights:
In 1986

**,**Noam Elkies found**a**method**to**construct counterexamples for the__k____=__4 case .< ref > His smallest counterexample was the following:
In 1988

**,**Roger Frye subsequently found the smallest possible__k____=__4 counterexample by**a**direct computer search using techniques suggested by Elkies:

k and 1

This

**is**because E**(**__k__**)**can have any sign whatsoever**,****and**the combination**of**creation**and**annihilation operators has expectation value__1__or 0**.**
More generally

**,**in**a**k-dimensional array**,**the address**of****an**element with indices i < sub >__1__</ sub >, i < sub > 2 </ sub >, …, i < sub >__k__</ sub >**is**
: B + c < sub >

__1__</ sub > · i < sub >__1__</ sub > + c < sub > 2 </ sub > · i < sub > 2 </ sub > + … + c < sub >__k__</ sub > · i < sub >__k__</ sub >.
This formula requires only

__k__multiplications**and**__k__−__1__additions**,**for any array**that**can fit in memory**.**
The addressing formula

**is**completely defined by the dimension d**,**the base address B**,****and**the increments c < sub >__1__</ sub >, c < sub > 2 </ sub >, …, c < sub >__k__</ sub >.
The fundamental theorem

**of**arithmetic states**that**any positive integer n can be represented uniquely as**a**product**of**powers**of**primes: where p < sub >__1__</ sub > < p < sub > 2 </ sub > < ... < p < sub >__k__</ sub > are primes**and**the**a**< sub > j </ sub > are positive integers**.**
It

**is**the coefficient**of**the x < sup >__k__</ sup > term in the polynomial expansion**of**the binomial**power****(**__1__+ x )< sup > n </ sup >.
This number can be seen as equal

**to**the**one****of**the first definition**,**independently**of**any**of**the formulas below**to**compute it: if in each**of**the n factors**of**the**power****one**temporarily labels the term X with**an**index i**(**running from__1__**to**n ), then each subset**of**__k__indices gives after expansion**a**contribution X < sup >__k__</ sup >,**and**the coefficient**of****that**monomial in the result will be the number**of**such subsets**.**
This shows in particular

**that****is****a**natural number for any natural numbers n**and**__k__**.**There are many other combinatorial interpretations**of**binomial coefficients**(**counting problems for which the answer**is**given by**a**binomial coefficient expression ), for instance the number**of**words formed**of**n bits**(**digits 0 or__1__**)**whose sum**is**__k__**is**given by**,**while the number**of**ways**to**write where every**a**< sub > i </ sub >**is****a**nonnegative integer**is**given by**.**

k and criticality

The region

**of**supercriticality for__k__>**1**/( 1-β**)****is**known as prompt supercriticality**(**or prompt__criticality__), which**is**the region in which nuclear weapons operate**.**
The exponential increase

**of**reactor activity**is**slow enough**to**make it possible**to**control the__criticality__factor**,**__k__**,**by inserting or withdrawing rods**of**neutron absorbing material**.**

k and ):

In names for familiar relatives

**,**where both genders are taken into account**,**either the words for each gender are put together (" son ": seme ; " daughter ": alaba ; " children "( meaning son**(**s**)****and**daughter**(**s )): seme-alaba**(**__k__)) or there**is****a**noun**that**includes both: " father ": aita ; " mother ": ama ; " father "**(**both genders__):__guraso**.*******gcd

**(**n

**,**

__k__

__):__the greatest common divisor

**of**n

**and**

__k__

**,**as

**a**function

**of**n

**,**where

__k__

**is**

**a**fixed integer

**.**

*****< sub >

__k__</ sub >( n

__):__the divisor function

**,**which

**is**the sum

**of**the k-th powers

**of**all the positive divisors

**of**n

**(**where

__k__may be any complex number ).

*****

__k__<

**1**

**(**subcriticality

__):__The system cannot sustain

**a**chain reaction

**,**

**and**any beginning

**of**

**a**chain reaction dies out over time

**.**

*****

__k__>

**1**

**(**supercriticality

__):__For every

**fission**in the material

**,**it

**is**likely

**that**there will be "

__k__" fissions after the next mean generation time

**.**

< li > A finite table

**(**occasionally called**an**action table or transition function**)****of**instructions**(**usually quintuples: q < sub > i </ sub >**a**< sub > j </ sub >→ q < sub > i1 </ sub >**a**< sub > j1 </ sub > d < sub >__k__</ sub >, but sometimes 4-tuples**)****that****,**given the state**(**q < sub > i </ sub >) the machine**is**currently in**and**the symbol**(****a**< sub > j </ sub >) it**is**reading on the tape**(**symbol currently under the head**)**tells the machine**to**do the following in sequence**(**for the 5-tuple models__):__
That

**is**the activation energy**is**defined**to**be (- R**)**times the slope**of****a**plot**of**ln :(__k____):__vs**.**:(**1**/ T__):__*****Ukrainian — Karenne

**,**Diana

**(**worked mainly in Italy

**,**Germany

**,**

**and**France

__):__Pierrot

**a**

**.**

__k__

**.**

**a**

**.**Story

**of**

**a**Pierrot

**(**1917 ; still from Pierrot ).

*****American — Craton

**,**John: Pierrot

**and**Pierrette

**a**

**.**

__k__

**.**

**a**

**.**Le Mime solitaire

**(**2009 ; ballet ); Muller

**,**Jennifer

**(**head

**of**three-member Works Dance Company

**,**New York

__):__Pierrot

**(**1986 ; music

**and**scenario by Thea Musgrave below under # Western classical | Western classical: Instrumental ); Russillo

**,**Joseph

**(**works mainly in France

__):__Pierrot

**(**1975 ; ballet ).

*****Dutch — Boer

**,**Eduard de

**(**

**a**

**.**

__k__

**.**

**a**

**.**Alexander Comitas

__):__Pierrot: Scherzo for String Orchestra

**(**1992 ).

Solutions

**of**the Laplace equation in two dimensions are intimately connected with analytic functions**of****a**complex variable**(****a****.**__k__**.****a****.**holomorphic functions__):__the real**and**imaginary parts**of**any analytic function are conjugate harmonic functions: they both satisfy the Laplace equation**,****and**their gradients are orthogonal**.**
Dalmatian

**is**the only Romance language**that**palatalised /__k__/**and**/ g / before / i /, but not before / e /**(**others palatalise in both situations**,**except Sardinian**,**which did not palatalise__):__> Vegliot: (), > Vegliot: ().
For homogeneous turbulence

**(**i**.**e., statistically invariant under translations**of**the reference frame**)**this**is**usually done by means**of**the energy spectrum function**,**where__k__**is**the modulus**of**the wavevector corresponding**to**some harmonics in**a**Fourier representation**of**the flow velocity field u**(**x__):__*****Site-specific theatre

**(**

**a**

**.**

__k__

**.**

**a**

**.**environmental theatre

__):__The stage

**and**audience either blend together

**,**or are in numerous or oddly shaped sections

**.**

*****Assibilation

**of**Indo-European

**(**IE

**)**palatals

**(**Satem change

__):__

*****ekwo-( the original

__k__was palatal

**)**

**to**Luwian á-zú-wa / i -, Lycian esbe

**,**" horse

**.**

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