FPCP2013: Theory Summary Yuval Grossman Cornell Y. Grossman - - PowerPoint PPT Presentation

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FPCP2013: Theory Summary Yuval Grossman Cornell Y. Grossman - - PowerPoint PPT Presentation

FPCP2013: Theory Summary Yuval Grossman Cornell Y. Grossman Theory Summary Buzios, Brazil, May 24, 2013 p. 1 A plot 1.5 excluded at CL > 0.95 excluded area has CL > 0.95 1.0 m & m s d sin 2 0.5 m d


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SLIDE 1

FPCP2013: Theory Summary

Yuval Grossman Cornell

  • Y. Grossman

Theory Summary Buzios, Brazil, May 24, 2013 p. 1

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SLIDE 2

A plot

γ γ α α

d

m ∆

K

ε

K

ε

s

m ∆ &

d

m ∆

ub

V β sin 2

(excl. at CL > 0.95) < 0 β
  • sol. w/ cos 2
excluded at CL > 0.95 α β γ

ρ

  • 1.0
  • 0.5
0.0 0.5 1.0 1.5 2.0

η

  • 1.5
  • 1.0
  • 0.5
0.0 0.5 1.0 1.5 excluded area has CL > 0.95 Winter 12

CKM

f i t t e r
  • Y. Grossman

Theory Summary Buzios, Brazil, May 24, 2013 p. 2

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SLIDE 3

Summary

The SM works

  • Y. Grossman

Theory Summary Buzios, Brazil, May 24, 2013 p. 3

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SLIDE 4

Summary

The SM works too good

  • Y. Grossman

Theory Summary Buzios, Brazil, May 24, 2013 p. 3

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SLIDE 5

Status of the SM

  • Y. Grossman

Theory Summary Buzios, Brazil, May 24, 2013 p. 4

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SLIDE 6

Recent triumphs and issues

Triumphs CPV in Bs → Kπ CPV in charm Λb lifetime Unsolved issues CPV in B → Kπ B → D(∗)τν CPV in τ → KSπν Semileptonic CP asymmetry Top FB asymmetry g − 2

  • Y. Grossman

Theory Summary Buzios, Brazil, May 24, 2013 p. 5

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SLIDE 7

Beyond the SM

  • Y. Grossman

Theory Summary Buzios, Brazil, May 24, 2013 p. 6

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SLIDE 8

Why do we think there is NP?

Two types of reasons: data and beauty Data Dark matter Baryogenesis Inflation, dark energy Neutrino masses (?) Beauty Cosmological constant Hierarchy problem Flavor hierarchy problem The strong CP problem All the hints for a GUT

  • Y. Grossman

Theory Summary Buzios, Brazil, May 24, 2013 p. 7

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SLIDE 9

History of physics

Both types of problems led to new discoveries Data Black body radiation Constant of speed of light Discovery of the top Beauty The periodic table was a hint Charm was predicted based on beauty ... At times things are mixed: Relativity was discovered based on beauty and it helped to solve data problems

  • Y. Grossman

Theory Summary Buzios, Brazil, May 24, 2013 p. 8

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SLIDE 10

How to look for NP?

There are two ways to find NP Find new states (direct) Find virtual effects of new states (virtual) Direct give more information, but limited in reach Virtual give more reach, but may not be unique EWP: 104 GeV Flavor: 108 GeV Neutrinos: 1015 GeV Proton decay: 1016 GeV CPT and Lorentz violation > MPl

  • Y. Grossman

Theory Summary Buzios, Brazil, May 24, 2013 p. 9

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SLIDE 11

Why flavor

  • Y. Grossman

Theory Summary Buzios, Brazil, May 24, 2013 p. 10

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SLIDE 12

Why flavor?

Flavor is interesting Fermion masses are (mainly) small and hierarchical FCNCs are very small The charged current is universal Quark mixing angles are small and hierarchical The patterns of leptons and quark flavors are different Flavor seems to have a lot to tell us

  • Y. Grossman

Theory Summary Buzios, Brazil, May 24, 2013 p. 11

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SLIDE 13

The new physics flavor problem

The SM flavor puzzle: why the masses and mixing angles exhibit hierarchy. This is not what we refer to here The SM flavor structure is special Universality of the charged current interaction FCNCs are highly suppressed Any NP model must reproduce these successful SM features

  • Y. Grossman

Theory Summary Buzios, Brazil, May 24, 2013 p. 12

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SLIDE 14

The new physics flavor scale

K, D and B physics: sdsd Λ2 ⇒ Λ 105 TeV Charged leptons: µeff Λ2 ⇒ Λ 103 TeV There is no exact symmetry that can forbid such

  • perators

All other bounds on NP , like proton decay, maybe due to exact symmetry

  • Y. Grossman

Theory Summary Buzios, Brazil, May 24, 2013 p. 13

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SLIDE 15

Flavor and the hierarchy problem

There is tension: The hierarchy problem ⇒ Λ ∼ 1 TeV Flavor bounds ⇒ Λ > 105 TeV This tension is the NP flavor problem Any TeV scale NP has to deal with the flavor bounds

Such NP cannot have a generic flavor structure

  • Y. Grossman

Theory Summary Buzios, Brazil, May 24, 2013 p. 14

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SLIDE 16

Where is the tail?

  • Y. Grossman

Theory Summary Buzios, Brazil, May 24, 2013 p. 15

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SLIDE 17

Where is the tail (again)?

Weak decay Atomic parity violation Cross section in e+e− → µ+µ− at low energy I feel that the “tail problem” is the most severe one in HEP

  • Y. Grossman

Theory Summary Buzios, Brazil, May 24, 2013 p. 16

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SLIDE 18

The hierarchy problem

  • Y. Grossman

Theory Summary Buzios, Brazil, May 24, 2013 p. 17

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SLIDE 19

Closer look at the “beauty” problems

Cosmological constant Hierarchy problem Flavor hierarchy problem The strong CP problem All hints for GUT Q: Which one of these problems is more “pressing”? Most common answer: the CC, because it involves a 10120 fine tuning and we have no theoretical idea

  • Y. Grossman

Theory Summary Buzios, Brazil, May 24, 2013 p. 18

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SLIDE 20

OJ Simpson and the hierarchy problem

  • Y. Grossman

Theory Summary Buzios, Brazil, May 24, 2013 p. 19

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SLIDE 21

What are the “promising” problems

Problems are hints for something deeper All these hints give the same “probability” to find NP 1 − P ≈ 1 The hierarchy problem is different as the scale associated with it is the weak scale GUTs have a scale, but it cannot be probed directly The flavor problem does not have a scale Bottom line: We think there is physics beyond the SM, but we do not (yet) know what it is

  • Y. Grossman

Theory Summary Buzios, Brazil, May 24, 2013 p. 20

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SLIDE 22

Why flavor (take 2)

  • Y. Grossman

Theory Summary Buzios, Brazil, May 24, 2013 p. 21

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SLIDE 23

Why flavor (take 2)

Our best way to get a deeper understanding

  • f Nature
  • Y. Grossman

Theory Summary Buzios, Brazil, May 24, 2013 p. 22

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SLIDE 24

Thank you!

  • Y. Grossman

Theory Summary Buzios, Brazil, May 24, 2013 p. 23