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Cha1"."1.rt cr^cs a^1" s.7<**rc $,.., t+ro\- Sta.lel .heq/ ?}sres Zrro,r( fo5 ,0,frha..< t^a" xr.^e*83 Tbrcr *Ltt( 4.he1 | EFTL l-r,,.sry t .--. nry|'tv> 1n9 f r-urr o / rl1pTl l..4.Ltros


slide-1
SLIDE 1

Cha1"."1.rt cr^cs a^1" s.7<**rc $,..,

t+ro\- Sta.lel .heq/ ?}sres Zrro,Âr(ç

xr.^e*83 t^aû" fo5 ,0,frha..<

Tbrcr *Lçtt(

4.he1 | EFTL l-r,,.sry

slide-2
SLIDE 2

vËansu rr''r,

t

.--. nry|'tv> 1n9 f r-urr

  • /

l..4.Ltros 4tn"l rl1pTl '

ô-.-6ne-o r#s o

1uyn{,r hrtrn u t\.?t'Y)\iLo

4*rè ri.îse \rstU

  • ,r.f-.'rop l, qt.1
slide-3
SLIDE 3

' (1*4*rr) .îr.r.-ong l.

'*ry <a-'r-..[,-rt,, " r-j,

  • r+d

qp

(*l *vrr'va nrzqv î-p .' d r-orrr, {E .

i -rqttd- xrl r,bcà?w îÀ .

frrrrreç1p lp l,?,-\r;h"î ,t .

I -XvJ /ro*î y lp .b1.r?.s^e *.lh rr o

Ye1wy'

?r2)t )r>f.ro\cÙ,6' r?t lV

/n"n-/.rrô". È 'i,o**{trë_,

4o"

pTl ap.N

+ *r.rrd ,i.^ùa+_

: ær..21{ .\.r./ '}}\acD

: trfya".,rrq

slide-4
SLIDE 4

Problem

Local nonabelian gauge symmetry + gauge bosons massless

Solution Higgs mechanism . State of lowest energy breaks qymmetry (spontaneously):

UarO, ntO

M2<0, A>o

E-)t2h2+.1 ho

  • \12

< O ist necessary +-+

  • \/ mâss

parameter Higgs mechanism + additional field: Higgs boson interacts with all particles with the strength proportional to mass

  • f the particle
  • experimentally

not observed (yet) --- LHC (CERN)

slide-5
SLIDE 5

Weaknesses

  • f the Standard Model

r Higgs mechanism not really understood lvr2 < O . Higgs boson not observed (pt) Mass

  • f the scalar

Higgs boson unkno^rn + experimental search difflcult (110

  • 2OOGeV)
  • Many free parameters

r Gravlty not involved in unlflcation (Planck scale) r Uniflcation

  • f electromagnetic,

weak and strong fcce. Indlcations: . quarlG, leptons compatible with higher gauge q/mmetry

  • unlflcation
  • f coupling

constants at higher scale

Ir

50

Q

30

n

l0

tr f-J.--.--la/+-i---------r-

5 l0 15

ttogQ

slide-6
SLIDE 6

Haerarchy Quantum

problem

corrections to Higgs boson mass:

+ Quadratic sensitivity to highest scale in the theory

Planck

levl

After inclusion in larger theory: No stabilisation

  • f the Higgs

boson mass at the SM scale C:mp:r-,s:n Photon and quark masses protected by gauge symmetry and chiral symmetry, respectively

Standardmodel

(,.

Higgs

Higgs

slide-7
SLIDE 7

Indirect Search for Supersymmetry

. H iera rc hy prob le m :

Higgs /-\. Higgs

  • '\-----

Planck

Supersymmetry (Boson Fermion Symmetry) stabilizes the low-energy theory

=0

SM + Supersymmetric SM (MSSM)

E'",eryccCr .reeds a SuOerpartner, -\1r,.r < 1000Gel'

Global fit to electroweak data: SM .-' MSSM (Susy contributions decouple) Mechanism

  • f necessary

SUSY breaking unknown

  • --+

rrrânv free parameters Many

  • ther

solutions to the hierarchy problem

  • n the

market: little higgs models, extra dimensions, ...

However: Coleman-Mandula Theorem

Higgs /-\ Higgs

IeVI

slide-8
SLIDE 8

Coleman-Mandula Theorem There is no nontrivial relation between internal and space-time symmetries in relativistic quantum field theory. Poincaré-Symmetry is the maximal symmetry

  • f space-time.

C I1.. n. a n- Ma ndulJ

However: Supersymmetry does connect these two kinds of symmetry tra nsform ations:

BoG(

nf

SUSY SUSY Fermion Boson Fermion Supersymmetry generalizes the former symmetry concept (as- sumed within the Coleman-Mandula theorem) by connecting fermions and bosons I

  • f
I
slide-9
SLIDE 9

Further Arguments for Supersymmetry

compatibel with all present data (SUSY contributions de- cou ple!) . model-independent prediction

  • f the Higgs

boson mass:

' 130 (;, \

. allows for deeper understanding

  • f Higgs

mechanism

E

Planck-

J

M4o, A'o

M2.0, AtO ]'tf mass para meter

/:- - \ /- ',- *

n€ C€ SSârV <--+ I /

  • -t
tvl

Standardmodel

large mass

  • f top quark

necessary (1982 l!).

slide-10
SLIDE 10

. offers solution

  • f the hierarchy

problem

Higgs Hiæs

+

Planck

Standardmodel

1012

  • ElGrapolation:

Unification of the three forces

  • f SM

Higgs

60 50

Æ

:n m

l0 0 0

fl)

50 40 30

m

l0 l0 l5

tIoeQ

=0

l0 l5 tolog Q

E

levl

rf

E

slide-11
SLIDE 11

Supersymmetric Flavour Problem

. In the MSSM two kinds

  • f new contributions

to flavour violation

  • CKM induced

contributions from ÀI+, 1* exchanges

  • flavour mixing in the sfermion mass

matrix + Su persym metric flavour problem Dynamics

  • f flavour
  • Mechanism
  • f SUSY

breaking Tvro approaches: Model-independent anallrsis may provide important hints

  • n the more fundamental

theory of soft SUSY breaking FCNC processes also allo\^/ for stringent constraints on specific supersymmetric models (mSUGRA, GMSB, AMSB). B - .Y. r- is sensitive to the mechanism

  • f SUSY

breaking, because in the limit of exact supersymmetry:

slide-12
SLIDE 12

(:t = (.-")

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È

71 3Js

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p

a

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ln ïr

(1-'z'v)

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(',r. ' v'r) 'v)

,n)

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":}-

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slide-13
SLIDE 13

A ô*tr s*q.ru.^tl./el ce.,rlo..rr e. sfuzl vcâ.l losr'.. . * r^c.sdecs spù.f tor-. âo.s fu' ^* SLh.s hg -2 . Ils s1,vçot.er ,rs1*rf-tt 4 a,.assQtss sçr.^{ trrTt fir....o.. h+ =2 ! }F gô.1c boso.r v,^,.s! {ra-sdan^ c.r rfira a\;,-}

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slide-14
SLIDE 14

ST^rsr,.*.r{^è Vlarris: :

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)rvrw..rr2

  • "*9
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".ffiL*9

1T'7*

l[ t,'ot*- :-?ntf*

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t

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slide-15
SLIDE 15

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HSSM

  • Su1.r çrla^La-l

Lsa *f

Su t ?tgsL'?t :

g*f

$g^fr1+.

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a'" (t),.0

{qx^}l thÀ.r

slide-16
SLIDE 16

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r- = (:e )-l t ,+ = (tr) f

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r 1-.rrrr>tt!,s:v 'l'f

c\rlp tI

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slide-17
SLIDE 17

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/

P*

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t*et,

]t

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i;:iHëïil;ilïT_

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slide-18
SLIDE 18

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1-*-*-/

!rqarrrui

rro.\F{$rrôg 'l

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trtS-,ry Pa? r+e 'l t- E I.tS

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r.t rttl r 1...q.-{ {.r1 q-

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.:Ç l.-'r'--rt r {-

slide-19
SLIDE 19

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t-* -t_,

y+ - '.d

y-

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slide-20
SLIDE 20

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+onr.tS I

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slide-21
SLIDE 21

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slide-22
SLIDE 22

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slide-23
SLIDE 23

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slide-24
SLIDE 24

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slide-25
SLIDE 25

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slide-26
SLIDE 26

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SLIDE 27

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SLIDE 28
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SLIDE 29

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slide-30
SLIDE 30

Excuu*

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SLIDE 31

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slide-32
SLIDE 32

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slide-33
SLIDE 33

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slide-34
SLIDE 34

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slide-35
SLIDE 35

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slide-36
SLIDE 36
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slide-37
SLIDE 37

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SLIDE 38

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SLIDE 39
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SLIDE 40
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SLIDE 41

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SLIDE 42

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SLIDE 43

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SLIDE 44

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SLIDE 45

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SLIDE 46
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SLIDE 47

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SLIDE 48

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SLIDE 49

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SLIDE 50

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SLIDE 51

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SLIDE 52

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SLIDE 53

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SLIDE 54

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SLIDE 55

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SLIDE 56

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SLIDE 57

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SLIDE 58

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SLIDE 59

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SLIDE 60

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SLIDE 61

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SLIDE 62

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SLIDE 63

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