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Sub Z0 Supersymmetry

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Sub Z0 Supersymmetry Precision Electroweak Physics Below the Z0 Pole M.J. Ramsey-Musolf J. Erler Kurylov S. Su – PowerPoint PPT presentation

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Title: Sub Z0 Supersymmetry


1
Sub Z0 Supersymmetry
Precision Electroweak Physics Below the Z0 Pole
2
Outline
  • Precision measurements radiative corrections

The Standard Model SUSY
  • Charged Current Universality

Is SUSY-breaking flavor neutral ?
  • Neutral currents

Is there SUSY dark matter ?
  • Some QCD Issues

How well do we know the Standard Model
predictions ?
3
I. Radiative Corrections Precision
Measurements SM SUSY
Why we love the Standard Model
4
The Fermi theory of weak decays
5
The Fermi theory and QED corrections
QED radiative corrections finite
6
The Fermi theory and higher order weak
contributions
Weak radiative corrections infinite
Cant be absorbed through suitable re-definition
of GF in HEFF
7
All radiative corrections can be incorporated in
the Standard Model with a finite number of terms
g
g
g
8
GF encodes the effects of all higher order weak
radiative corrections
Drm depends on parameters of particles inside
loops
9
Comparing radiative corrections in different
processes can probe particle spectrum
Drm differs from DrZ
10
Comparing radiative corrections in different
processes can probe particle spectrum
11
Comparing radiative corrections in different
processes can probe particle spectrum
J. Ellison, UCR
12
Can we place analogous constraints on new physics
using low-energy precision measurements ?
This talk SUSY
13
Minimal Supersymmetric Standard Model (MSSM)
14
Minimal Supersymmetric Standard Model (MSSM)
Lsoft gives
contains 105 new parameters
How is SUSY broken?
15
The Fermi constant is too large
16
SUSY protects GF from shrinking
17
How is SUSY broken?
Gravity-Mediated (mSUGRA)
18
How is SUSY broken?
Flavor-blind mediation
Gauge-Mediated (GMSB)
19
Mass evolution
20
Sfermion Mixing
21
MSSM and R Parity
Matter Parity An exact symmetry of the SM
22
MSSM and R Parity
Consequences
23
Precision Measurements SUSY Sensitivity
Muon (g-2) Weak processes
Mm? ????????? 2 x 10-9 ??exp 1 x
10-9 MMW ? 10-3
24
II. Charged Current Processes
  • Is SUSY-breaking mediation flavor blind?

25
Charged Current (non) Universality
26
Fermi Constants, Contd
SUSY
27
Fermi Constants, Contd
CKM Unitarity

1
SM
Data SM
28
SUSY Radiative Corrections
29
SUSY Radiative Corrections
30
Vertex Corrections (Dominant)
31
Other Inputs
1. Muon (g-2)
Size of error bar crucial
2. W Mass
3. Superpartner Masses
Start analysis with collider lower bounds and
vary later
32
Model-independent Analysis
Usual approaches
33
Model Independent Analysis
34
Model Independent Analysis
35
Model Independent Analysis
36
CC (non) universality the MSSM
Data appeared to conflict with MSSM models
having flavor-blind SUSY-breaking mediation
Possible resolutions
  • MSUSY gt TeV
  • 2. Hadronic effects in SM predictions
  • 3. Something is wrong with expt
  • 4. New models of SUSY-breaking
  • 5. Go beyond the MSSM

37
Ke3 decays recent developments
V. Cirigliano
38
Ke3 decays current status
G. Isidori, CKM 2005
39
Ke3 decays current status
G. Isidori, CKM 2005
40
CC (non) universality the MSSM
Data appeared to conflict with MSSM models
having flavor-blind SUSY-breaking mediation
Possible resolutions
  • MSUSY gt TeV
  • 2. Hadronic effects in SM predictions
  • 3. Something is wrong with expt
  • 4. New models of SUSY-breaking
  • 5. Go beyond the MSSM

41
III. Neutral Current Processes
  • Is there SUSY dark matter?

42
Weak Neutral Currents at Low Energies
Parity-violating electron scattering
43
Weak Charges
QWp 1 - 4 sin2?W 0.1 QWe -1 4
sin2?W -0.1
Need ? few percent to probe SUSY
44
Weak Mixing Angle Scale Dependence
Czarnecki, Marciano Erler. Kurylov, MR-M
45
QW and SUSY Radiative Corrections
Tree Level
Radiative Corrections
46
Universal corrections
muon decay
gauge boson propagators
47
Oblique Parameters
SM fit only No SUSY effects
48
Parameter Space Scan
49
Comparing Qwe and QWp
SUSY loops
50
Correlated Radiative Corrections
total
51
Correlated Radiative Corrections
52
R-Parity Violation (RPV)
?L1
WRPV ?ijk LiLjEk ??ijk LiQjDk ?/i LiHu
???ijkUiDjDk
?B1
proton decay Set ???ijk 0
53
Four-fermion Operators
?L1
?L1
54
Corrections to Weak Charges
55
Other Constraints
  1. CKM unitarity
  2. ?l2 decays
  3. ?-GF-MZ-MW relation
  4. Cesium atomic PV

56
Other constraints, contd.
57
Comparing Qwe and QWp
?? -gt e??e
58
Comparing Qwe and QWp
Erler, Kurylov, R-M
59
Additional PV electron scattering ideas
Czarnecki, Marciano Erler et al.
SLAC E158 (ee)
60
Comparing AdDIS and Qwp,e
61
Comparing Qwe and QWp
Kurylov, R-M, Su
??? SUSY dark matter
62
Weak Mixing Angle Scale Dependence
Czarnecki, Marciano Erler, Kurylov, MR-M
63
Weak Neutral Currents at Low Energies
?-Nucleus Deep Inelastic Scattering
64
?-Nucleus DIS, Contd.
Cross section ratios
65
NuTeV-SM Discrepancy
Paschos-Wolfenstein Relation
66
?-Nucleus DIS SUSY Loop Corrections
67
RPV Effects
unconstrained elsewhere
68
?-Nucleus DIS RPV Effects
69
?-Nucleus DIS RPV Effects
70
Neutral Currents Summary
  • Comparison of weak charges may allow one to
    distinguish between SUSY with or without R
    parity conservation
  • Test for viability of SUSY dark matter,
    solution to the charged current problem, and
    Majorana character of the neutrino
  • SUSY presently cannot account for the NuTeV
    anomaly
  • Hadronic physics in the SM or more exotic new
    physics scenario responsible

71
IV. Interpretation issues
  • Do we have QCD under sufficient control?

72
Interpretation of precision measurements
How well do we now the SM predictions? Some QCD
issues
Proton Weak Charge
73
Interpretation of precision measurements
How well do we now the SM predictions? Some QCD
issues
Proton Weak Charge
FP(Q2, ? -gt 0) Q2
Use ?PT to extrapolate in small Q2 domain and
current PV experiments to determine LECs
74
QCD Effects in QWP
75
Box graphs, contd.
76
pQCD Corrections
Integrand
Hadronic tensor
Contract with k?
77
Box graphs, contd.
78
Neutron ?-decay
79
Higher Twist Pollution
80
Higher Twist Pollution
81
Interpretation QCD Issues
  • QCD effects in electroweak radiative corrections
    not problematic for QWp, ?l2-decays, but more
    of concern for neutron ?-decay, (g-2)?
  • Future study of C?W, C?Z on the lattice
  • Form factors in Ke3 decays (Vus)
  • ?PT at O(p6)
  • ?N Deep inelastic scattering
  • PDFs isospin, shadowing
  • Deep inelastic scattering
  • Higher twist

82
Conclusions
  • Precision electroweak measurements below the
    Z-pole can provide important clues about the
    structure of the new Standard Model
  • Comparison of a variety of measurements is
    essential
  • Charged current processes provide a window on
    the mechanism of SUSY-breaking mediation at
    very high energy scales
  • ?-decay, ?l2-decays, ?-decay, Ke3-decay
  • Neutral current measurements may allow one to
    test the viability of SUSY dark matter
  • PV ep, ee, eA scattering, ?N deep inelastic
    scattering
  • Theoretical control of QCD uncertainties is
    crucial
  • Future QCD-electroweak theory synergy

83
References
  • A. Kurylov, MR-M, S. Su, Phys. Rev. D68 035008
    (2003)
  • A. Kurylov, J. Erler, MR-M, Phys. Rev. D68
    016006 (2003)
  • A. Kurylov, MR-M, S. Su, Nucl. Phys. B667, 321
    (2003)
  • A. Kurylov, MR-M, S. Su, Phys. Lett. B582, 222
    (2003)
  • A. Kurylov MR-M, Phys. Rev. Lett. 88 071804
    (2002)
  • MR-M, Phys. Rev. D 62 056009 (2000)
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