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DISCOVERING LIGHT STOPS IN RPV SUSY Riccardo Torre SISSA & - PowerPoint PPT Presentation

DISCOVERING LIGHT STOPS IN RPV SUSY Riccardo Torre SISSA & Padova U. & INFN Padova supported by the ERC Advanced Grant DaMeSyFla (Electroweak Symmetry Breaking, Flavour and Dark Matter: One Solution for Three Mysteries) based on


  1. DISCOVERING LIGHT STOPS IN RPV SUSY Riccardo Torre SISSA & Padova U. & INFN Padova supported by the ERC Advanced Grant “DaMeSyFla” (Electroweak Symmetry Breaking, Flavour and Dark Matter: One Solution for Three Mysteries) based on R. Franceschini and RT, 1212.3622 [hep-ph]

  2. ... 48 WAYS TO LEAVE THE MSSM ... Riccardo Torre SISSA & Padova U. & INFN Padova supported by the ERC Advanced Grant “DaMeSyFla” (Electroweak Symmetry Breaking, Flavour and Dark Matter: One Solution for Three Mysteries) based on R. Franceschini and RT, 1212.3622 [hep-ph]

  3. OUTLINE Introduction & Natural SUSY R-parity and its breaking Pair production of stops: signal vs background Conclusions Riccardo Torre Light RPV stops hiding in the LHC data 1

  4. OUTLINE Introduction & Natural SUSY R-parity and its breaking Pair production of stops: signal vs background Conclusions Left out Model building for R-parity violation Riccardo Torre Light RPV stops hiding in the LHC data 1

  5. THE HEALTH OF SUSY Riccardo Torre Light RPV stops hiding in the LHC data 2

  6. THE HEALTH OF SUSY Riccardo Torre Light RPV stops hiding in the LHC data 2

  7. THE HIGGS VS THE MSSM 1112.2703 m h ∼ 125 . 5 GeV ⇓ Large stop masses Close to maximal stop mixing The light Higgs boson and the negative results in the searches for superpartners point toward a non-minimal scenario A plethora of possible models, so which criterion to follow? Riccardo Torre Light RPV stops hiding in the LHC data 3

  8. STOP SEARCHES The LHC7/8 has put very strong bounds on third generation squarks Riccardo Torre Light RPV stops hiding in the LHC data 4

  9. STOP SEARCHES The LHC7/8 has put very strong bounds on third generation squarks Riccardo Torre Light RPV stops hiding in the LHC data 4

  10. MSSM --> NATURAL SUSY We still want to insist on naturalness and on supersymmetry We are interested in an effective SUSY model describing only the physics relevant for the LHC These ingredients require only a part of the SUSY spectrum to be at the TeV scale and possible new physics to become relevant at some scale not far above the Λ UV TeV scale Typical signatures: Heavy flavored final states � TeV q 1 , 2 , ˜ Less missing energy l ˜ Large multiplicities 1 TeV Alternatives Stealth SUSY t, ˜ χ , ˜ b, ˜ g RPV v .... h, W, Z Riccardo Torre Light RPV stops hiding in the LHC data 5

  11. MSSM --> NATURAL SUSY We still want to insist on naturalness and on supersymmetry We are interested in an effective SUSY model describing only the physics relevant for the LHC These ingredients require only a part of the SUSY spectrum to be at the TeV scale and possible new physics to become relevant at some scale not far above the Λ UV TeV scale RPV Typical signatures: Heavy flavored final states � TeV q 1 , 2 , ˜ Less missing energy l ˜ Large multiplicities 1 TeV Alternatives Stealth SUSY t, ˜ χ , ˜ b, ˜ g RPV v .... h, W, Z Riccardo Torre Light RPV stops hiding in the LHC data 5

  12. WHY RPV?... WHY NOT? In the SM B and L conservation is accidental while in the MSSM gauge invariant, local operators that violate B and L can be written at the renormalizable level Dreiner hep-ph/9707435 B = 1 ijk U c i D c j D c 2 λ 00 W / Barbier et al. hep-ph/0406039 k L = µ i H u L i + 1 k + 1 2 λ ijk L i L j E c ijk L i Q j D c 2 λ 0 W / k There is a total of 9+27+9 new Yukawas ( ) and 3 new mass parameters ( ) λ , λ 0 , λ 00 µ i The mixings can be diagonalized away with a suitable field redefinition and is µ i unphysical if no soft terms are present When SUSY is broken however, the mixing will reappear in the dim=2 SUSY soft terms generating RPV mass terms To forbid these operators a symmetry called R -parity is required, where R P = ( − 1) 2 S +3( B − L ) SM particles have even R -parity while superpartners, i.e. squarks, sleptons, higgsinos and gauginos have odd R -parity Riccardo Torre Light RPV stops hiding in the LHC data 6

  13. WHY RPV?... WHY NOT? Giving up with R -parity generates a lot of problems 1. B and L violation λ 00 · λ 0 < 10 � 24 2. Proton decay ( ) 3. Experimental constraints ( charged current universality, masse of , decay, atomic ν e 0 ν 2 β parity violation, , mixing, oscillation, di-nucleon D 0 − ¯ D 0 Γ ( τ → e ν ¯ ν ) / Γ ( τ → µ ν ¯ ν ) n − ¯ n decay, , , , DIS) D + → ¯ D + → ¯ Γ ( π → e ¯ ν ) / Γ ( π → µ ¯ ν ) BR K 0 ∗ µ + ν µ K 0 ∗ e + ν e BR( τ → πν τ ) � � � � / BR ν µ However R -parity is not enough to forbid B and L violating HDO and in effective SUSY models one could expect the scale that suppresses these operators to be lower than the GUT scale k W HDO ⊃ UUDE Λ p -decay In this case proton decay becomes an issue even with R -parity for Λ RPV < M GUT In the framework of Natural SUSY RPV is less constrained than RPC RPV provides very peculiar phenomenology (due to the absence of MET) However, some model building to predict the couplings and the flavor structure is necessary (e.g. MFV, gauged flavor symmetry, partial compositeness, etc.) Berenzhiani 1985, Grinstein, Redi, Villadoro 1009.2049, Krnjaic, Stolarski 1212.4860, Csaki, Grossman, Heidenreich 1111.1239, Karen-Zur, Lodone, Nardecchia, Pappadopulo, Rattazzi, Vecchi 1205.5803, Franceschini, Mohapatra 1301.3637, Csaki, Heidenreich 1302.0004 Riccardo Torre Light RPV stops hiding in the LHC data 7

  14. WHY RPV?... WHY NOT? Giving up with R -parity generates a lot of problems 1. B and L violation λ 00 · λ 0 < 10 � 24 2. Proton decay ( ) 3. Experimental constraints ( charged current universality, masse of , decay, atomic ν e 0 ν 2 β parity violation, , mixing, oscillation, di-nucleon D 0 − ¯ D 0 Γ ( τ → e ν ¯ ν ) / Γ ( τ → µ ν ¯ ν ) n − ¯ n decay, , , , DIS) D + → ¯ D + → ¯ K 0 ∗ µ + ν µ K 0 ∗ e + ν e Γ ( π → e ¯ ν ) / Γ ( π → µ ¯ ν ) BR � � � � BR( τ → πν τ ) / BR ν µ Considering only B breaking but not L breaking the main bounds are the following K − ¯ uds | < O (10 � 5 ) NN → K + K + csb | < O (10 � 3 ) | λ 00 | λ 00 cdb λ 00 K oscillation K − ¯ udb | < O (10 � 2 ) tsb | < O (10 � 3 ) | λ 00 n − ¯ n oscillation | λ 00 tdb λ 00 K oscillation B + → K 0 π + tds | < O (10 � 1 ) idb | < O (10 � 1 ) | λ 00 n − ¯ n oscillation | λ 00 ids λ 00 tdb | < O (10 � 1 ) B � → φπ � isb | < O (10 � 3 ) | λ 00 n − ¯ n oscillation | λ 00 ids λ 00 Barbier et al. hep-ph/0406039 λ 00 < 3 × 10 � 7 for f ∼ 1 TeV cosmological bound m ˜ Di Luzio, Nardecchia, Romanino 1305.7034 Unification has been usually considered an issue but recently a natural solution has been presented in the context of SO(10) with an adjoint vev along or T 3 R B − L (Di Luzio, Nardecchia, Romanino 1305.7034) The absence of a stable LSP also implies the lack for a WIMP DM candidate but solutions are possible (axions) Riccardo Torre Light RPV stops hiding in the LHC data 7

  15. SIGNATURES Collider signatures of RPV strongly depend on the spectrum (light states and LSP) Leptonic RPV more constrained due to many leptons in final states Hadronic RPV gives more “jetty” final states and therefore is less constrained We focus on hadronic RPV ( L conservation can still protect proton decay) ¯ ¯ ˜ b ˜ QCD pair production of colored superpartners ( , , ) main prod. mechanism t ˜ ˜ g ˜ ˜ b t g � TeV q 1 , 2 , ˜ l ˜ 1 TeV ˜ t ˜ b χ , ˜ g v t, h, W, Z Han, Katz, Son, Tweedie 1211.4025 Riccardo Torre Light RPV stops hiding in the LHC data 8

  16. SIGNATURES Collider signatures of RPV strongly depend on the spectrum (light states and LSP) Leptonic RPV more constrained due to many leptons in final states Hadronic RPV gives more “jetty” final states and therefore is less constrained We focus on hadronic RPV ( L conservation can still protect proton decay) ¯ ¯ ˜ b ˜ QCD pair production of colored superpartners ( , , ) main prod. mechanism t ˜ ˜ g ˜ ˜ b t g q i ˜ q j g � TeV ˜ q i q 1 , 2 , ˜ l ˜ q k 1 TeV ˜ t ˜ b χ , ˜ g v t, h, W, Z Han, Katz, Son, Tweedie 1211.4025 Riccardo Torre Light RPV stops hiding in the LHC data 8

  17. SIGNATURES Collider signatures of RPV strongly depend on the spectrum (light states and LSP) Leptonic RPV more constrained due to many leptons in final states Hadronic RPV gives more “jetty” final states and therefore is less constrained We focus on hadronic RPV ( L conservation can still protect proton decay) ¯ ¯ ˜ b ˜ QCD pair production of colored superpartners ( , , ) main prod. mechanism t ˜ ˜ g ˜ ˜ b t g q i ˜ q j g � TeV ˜ q i q 1 , 2 , ˜ l ˜ q k b ˜ d 1 , 2 g 1 TeV ˜ t ˜ b u 1 , 2 , 3 χ , ˜ g v ˜ b t, h, W, Z Han, Katz, Son, Tweedie 1211.4025 Riccardo Torre Light RPV stops hiding in the LHC data 8

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