continue as o injective fly = ( fo Itt . ,fn - ft ) ) , - - PDF document

continue as
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continue as o injective fly = ( fo Itt . ,fn - ft ) ) , - - PDF document

f : IR Rn continue as o injective fly = ( fo Itt . ,fn - ft ) ) , filth . . : IR IR fi - ' l . .tn f- HI - ( lit , t ? . . T VANDER MONDE . - can G , s a z s . . - f Can ) lin indep f Ca , ) . 1 .


slide-1
SLIDE 1

f : IR → Rn

°

continueas §

injective

  • °

×

fly =(fo Itt

, filth . . .,fn-ft))

fi

: IR → IR

f- HI -(lit , t ?

. . . .tn
  • ' l

T

VANDERMONDE

G , s a z s

. . - can

⇒ f Ca,)

. . - f Can ) lin indep

..÷÷"÷÷t¥::::p .
slide-2
SLIDE 2

A ,

. . . Am Eln] Flakey

uniform family #(IAikkl

C-ifj)( IAinAjhl)

men

  • Claim :

incidence vectors

tin

. indep .

Er

,

. -y .am

€ Rn ⇒ men

G-(Hong

.it/ek:..!/detG.-

(k - G

"!(Kt Ca -Dl)

> %

Easy dir

: detGFO ⇒ bin indep

slide-3
SLIDE 3

Hail

wenn II

,

  • dd n L even

⇐ FE

M

.

\

I

+

:

ntl

ntl

⇐he:#

'

¥¥¥¥

art urn

slide-4
SLIDE 4

n !

n (EY

. En

STIRLING

's

⇒ n ! KEY

eeertu

'

ally

  • th

n! HEY

  • et = E I

←⇒

k!

e

" = EE

k !

slide-5
SLIDE 5

Uniform family

  • f

subsets of set V

F

  • ft ,
.
  • And

all the

same size

K

  • arif

I Hit k

F E

← not the oats

fiuteproj.plaaek-aiffam.TL

  • f

"

  • rder n

"

k E

STS

Steiner triple system

3- unit

slide-6
SLIDE 6

corny subsets

K

  • subset
  • ECIANBI)

A-Eff) -

sample space

B Eff)

.

(rf=(II. (f)

EHiyit-PCic.tt

nicest

r=fHx7:a¥¥;

Ind

.

i.CAT/Z=lAnB/iEBYiZ--E..XiYiiEAnBXiYiE--EI.f--'I

slide-7
SLIDE 7

i

¥¥::*

.io#isEEoiiX--EYij

. .!:P

f- ( i

)=fCj )

(3) terms

  • ELN--EEC⇒EPCh=¥H]
  • E Hifk -121

I

collision

FEEha.pl#+ogIYjk4

±

=

slide-8
SLIDE 8

Int

'

l L l f IM:=N

{* ⇐

t.ee#DYtI*oFEn*

¥

not

f

'

incident

s

s

, t v

atb ?

T

s

?

b/c att

I - I

  • Corr. between lines thru x

and

pts

  • n l