The nucleon wave function may contain a significant component ofss pairs, according to several measurements including the π-nucleon σ term, charm production and polarization effects in deep-inelastic scattering. In addition, there are excesses of φ production in LEAR and other experiments, above predictions based the naive Okubo-Zweig-Iizuka rule, that may be explained if the nucleon wave function contains a polarizedss component. This model also reproduces qualitatively data on Λ polarization in deep-inelastic neutrino scattering. The strange component of the proton is potentially important for other physics, such as the search for astrophysical dark matter.
CERN-TH/2000-112hep-ph/0005322
Strange IdeasDoes the nucleon wave function contain a (large) strange component? The starting point for any discussion of the quark flavour content is the amazingly successful naïve quark model (NQM), in which |p >= |UUD >, with each constituent quark weighing m U,D ∼ 300 MeV [1]. A simple non-relativistic S-wave function with v/c ≪ 1 is surprisingly successful: even better is a simple harmonic oscillator potential with a D-wave admixture of 6% (in amplitude) [2]. For comparison, we recall that the deuteron and 3 He wave functions contain similar D-wave admixtures. Neglecting any such D-wave component, the (overly?) naïve quark model would predict that the proton spin is the algebraic sum of the constituent quark spins: s P = s U + s U + s D . Axial current matrix elements indicated that the quark spins might contribute at most 60% of the proton spin, even before the EMC and its successor experiments [3], but we return to this later. Whatever the partial-wave decomposition, if the proton only contains |UUD Fock states, and one neglects pair creation, a consequence is the Okubo-Zweig-Iizuka (OZI) rule [4] forbidding the coupling of the proton |ss mesons. The validity of the OZI rule is another major theme of this talk.Although the NQM is very successful, it has never been derived from QCD, and is expected to be wrong and/or incomplete [1]. The validity of chiral symmetry informs us that the light quarks are indeed very light: m u,d < 10 MeV, m s ∼ 100 MeV [5]. These estimates refer to the current quarks visible in short-distance or light-cone physics. Such current quarks should be relativistic: v/c ∼ 1, and there is no obvious reason why pair production ofūu,dd orss should be suppressed. Indeed, non-perturbative interactions