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Page 1: Tau physics at future machines

ELSEVIER

UCLEAR PHYSICS

lquclear Physics B (Proc. Suppl.) 55C (1997) 453-460

PROCEEDINGS SUPPLEMENTS

Tau Physics at Future Machines

B. Spaan *

Institut fiir Kern- und Teilchenphysik, Technische Universit~it Dresden 01062 Dresden, Germany

The prospects on Tau physics at future machines will be discussed, with future machines under consideration are B-factories and a r/charm factory. Based on the experiences maded at existing experiments, the focus of this talk will be the issue of precision measurements and the need for the reduction of systematic errors.

1. I n t r o d u c t i o n

Since the discovery of the r lepton in 1975 [1], the knowledge about its properties and interac- tions has improved dramatically.

Despite new discoveries of rare 7- decay modes such as the first obervation of 7- decays involv- ing f l mesons reported on this conference by CLEO [2], the major focus of the 7- physics is shifting towards high precision measurements. These high precision measurements involve de- termination of the 7- static properties, the inves- tigation of the lepton universality and tests of the Lorentz structure of 7- decays. In addition, the analysis of the hadronic final states provides a unique environment to test the validity of the CVC hypothesis and to determine the properties of the resonances produced in 7- decays. Contrary to almost all other resonance production mecha- nisms, those resonances are produced in a well defined initial state with no additional particles being produced.

Although predicting the future of 7- physics is basically impossible, it is obvious that precision measurements will continue to be a major issue in the future. However, in many areas, the precision of the measurements of not limited anymore by the statistical error by from the systematic error. When comparing the crucial branching ratio of the decay 7-- --+ e-C'eur (Be) as measured by ALEPH [3] and CLEO [4], the need for improv- ing systematic error becomes evident:

*Supported by the Bundesministerium filr Bildung, Wis- senschaft, Forschung und Technologic, under contract number 056DDllP.

0920-5632/97/$17.00 © 1997 Elsevier Science B.V. All rights reserved. PII: S0920-5632(97)00243-0

ALEPH: Be -- (17.79 5= 0.12 :k 0.06) % CLEO: Be = (17.76-4- 0.064- 0.17) %

CLEO, having the world largest 7- data sample available for the analysis, is unable to compete with the systematic error as given by ALEPH. ALEPH however, is unable to compete with CLEO's data sample size, resulting in a much larger statistical error. Unfortunately, with the termination of the LEP I programme, the 7- physics of the four LEP experiments is limited to the analysis of their present data sample. Con- siderable improvements of the statistical error by those experiments cannot be expected anymore.

The abovementioned comparison demonstrates that reducing the systematics error will be a key issue for future machines and experiments. Note that a major fraction of CLEO's systematic error arises from uncertainties in the knowledge of the v-pair cross section and of the luminosity. CLEO determines the luminosity by means of large an- gle Bhabha scattering events. Considerable theo- retical effort has gone into the calculation of the small angle Bhabha cross section, which is used at LEP to determine the luminosity with an incred- ibly high precision. The cross section for large angle Bhabha scattering is less well known, re- sulting in a ~ 1% error for the luminosity deter- mination. Since CLEO has to rely on the num- ber of 7- pairs produced, the theoretical uncer- tainties in 7- and large angle Bhabha production account for the dominant fraction of CLEO's sys- tematic error. Since many future machines, such as the B-factories, will most probably rely on the

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454 B. Spaan/Nuclear Physics B (Proc. Suppl.) 55C 0997) 453-460

knowledge of the number of r pairs produced, it is highly desirable that some more theoretical effort will be devoted to the calulations of those cross sections.

In the following, future machines will be asso- ciated with B-factories and a r / c h a r m factory.

2. Partial Shopping List

With the future machines, the r da ta sample sizes will increase significantly compared to the present da ta samples. In addition to the issue of precision measurements , there is large number of topics which can be addressed by the future ma- chines. A part ial list of tasks, including precision measurements , is listed in the following to illus- t ra te how rich the field of r physics is and will be.

• Precision measurements

Lepton Universality

Measurements of the lepton universal- ity require the determination of a va- riety of branching ratios of the decays r - ---+ ev~,,~ (B~), r - ~ h-,,~ (Bh), and the measurement of mass and life- t ime of the r. From all measure- ments, the mass of the r is known with the highest precision (o ' (mT) /m~) ~_ 0.02%), whereas the other quantities are known with a precision at the 0.5% level, limited by the systematic error given by the contributing experiments. Clearly, there is room for improve- ments to test the lepton universality with a higher precision.

Properties of the r Lepton

Static properties such as mass, life- t imes etc. are crucial ingredients in other measurements, such as the test of the lepton universality. There might be some improvement on the error on the r mass resulting from a mea- surement at a r / c h a r m factory, ex- ploiting a similar technique as used at

BES [5], however yielding smaller sys- tematic errors. We have seen on this conference, that the determinat ion of the r lifetime (r~ = 290.21 4- 1.15 fs) is com- pletely dominated by measurements performed at LEP [6]. Thus, any improvements on the lifetime mea- surements have to come from mea- surements at future machines. The comparison between ALEPH [6] and CLEO [7] demonstrates the current dominance of the LEP experiments:

ALEPH: r~ = (290.5 + 1.5 4- 1.2) fs CLEO: r~ = (289.0 4- 2.8 4- 4.0) fs.

Note that the CLEO measurement is not based on da ta from the newly in- stalled Silicon Vertex Detector. A v / cha rm factory wll not be able to contribute significantly to those mea- surement. The B-factories however, are equipped with high precision ver- tex detectors. With bet ter parti- cle identification methods compared to e.g. CLEO-II , a significantly lower background level will help to achieve very small systematic errors. There is some hope that the precision of these measurements can indeed be im- proved.

Branching Ratio Measurements

The determinat ion of the major branching ratios provide the informa- tion necessary for sensitive tests of the s tandard model, such as lepton universality test and a test of the Conserved Vector Current hypothesis (CVC). In addition, the long standing question whether all branching ratios, not counting the very rare ones, have been observed can be addressed with a higher precision, which arises from the huge da ta samples accessible at future machines.

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B. Spaan/Nuclear Physics B (Proc. Suppl.) 55C (1997) 453-460 455

- Lorentz Structure of r Decays

Compared to the #, the Lorentz struc- ture in leptonic r decays is poorly known, as noted by several speakers at this conference (e.g. see the talk of A. Pich [8]). In order to get the full picture of leptonic r decays, the mea- surements of the Michel parameters p, r/, ~ and ~ , the u~ polarization, and the polarization of the charged daugh- ter particle ~ have to be known. The determinat ion of the latter could be done by equipping the instrumented flux return of a detector with a po- larimeter, allowing to detect and stop the ~ and to determine its polarization by the analysis of the subsequent de- cay p - --4 e-Pei ' u. The other param- eter can be determined with high pre- cision as can be seen from the recent CLEO measurement , presented at this conference [9]. Future machines, hav- ing excellent lepton identification and high background suppression capabili- ties, will be able to increase the preci- sion of those measurements consider- ably.

• Analysis of Hadronic Final States

Although hadronic final states have started to become analyzed shortly after the discov- ery of the r , comparably little is yet known. For example, the 31r final states exhibit several not yet understood problems. The branching ratios between charged and neu- tral final states disagree on the 2or level, as pointed out by Evans [10] at this workshop. In addition, the mass spectrum and the de- cay dynamics are poorly known. OPAL [11] and ARGUS [12] revealed discrepancies be- tween measured decay dynamics and the- oretical model descriptions. It was also shown tha t the mass spectrum of the 3~r final s tate cannot be described by assum- ing the presence of a single resonance, the al . Speculations on the contribution of an

excited a t resonance or non resonant con- tributions have been made. However, there are much more possible mechanisms leading to distortions of the 3~r mass spectrum. For example, the al can decay not only into a pn final state but also to K * K due to its high mass. The mass spectrum however, starts well below the K * K mass thresh- old. Thus, the opening of another decay channel will also cause distortions of the 3~r mass spect rum. In order to disentan- gle all contributions to the 37r decay mode, a coupled channel part ial wave analysis of all possible hadronic decay channels with J P = 1 + is highly desirable. Such analy- ses however, require a huge amount of da ta which will hopefully be available from fu- ture machines.

The 4~r final states also deserves more at- tention. Here, it is known tha t pTrTr and 0aTr contribute. Again, the intermediate reso- nances and their possible interferences are not fully understood. From e+e - data, ad- ditional information can be provided for 47r masses above the r mass, which is useful to understand and constrain the contribu- tion of higher mass resonances. Below the r mass, the future machines will have much larger 4~r da ta samples. The analysis of the 47r mass spectrum might also help to understand the 27r mass spec- trum. CLEO and ALEPH presented new, interesting results on the 2~r mass spect rum at this conference [13,14]. In the higher mass region, a distortion appears which is commonly interpreted as the presence of an excited p resonance, the p~. The reality however, might be more complicated. Don- nachie and Clegg [15] interpreted the wTr mass spectrum, observed in 47r final states of 7- and e+e - data, as originating from the interference of two resonances, the p and the p(1450). Since the p can decay into wr , the opening of this decay channel will lead to a distortion in the region of the wTr thresh- old. Kiihn and Santamar ia [16] were able to describe the pion form factor IF1~=112,

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456 t?. Spaan /Nuclear Physics B (Proc. Suppl.) 55C (1997) 453-460

measured from e+e - ~ 7r+Tr - , by means of a p~ or by the assumption of a distor- tion by the opening of the ¢07r channel. In order to achieve a bet ter understanding of the hadronic final states with j R = 1- , a complete coupled channel partial wave anal- ysis seems to be necessary, a task which will hopefully be performed at future machines.

Search for CP-Violation in r Production and Decay

On this conference, we have seen several presentations on non Standard Model CP- violation effects in 7. production and decay. For the CP-violat ion in 7. decays, see the talks of Mirkes, Nelson and Tsai [17], given at this workshop. The search for CP- violation in 7- production has been pursued at LEP, leading to limits on the weak elec- tric d ipolmoment of the r in the order of d z < O10-1Secm [18].

CP violation in 7- pair production manifests itself as as function of charge and spin, these are the only properties which allow to distinguish pointlike particles of the same type. In 7- pair production, 4 different spin configurations can occur, denoted as:

~= • . I

T

¢:: • . _ - I t + t - > ,

T

. - i t + t - > , + • T--

, = I t + t - > , ~+ " 7"-

where the arrows correspond to the helicity of the r ' s and the superscripts represent the charges of the individual 7- leptons. The state I t + t - > transforms under CP as follows: PI t + t - > = I t + t - > yielding

I t+$ - > when subjected to charge conju- gation. Thus CPI 1"+4-> = +11 t + t - > and CP[ t + j ' - > = +11 t + j ' - > are CP +1 eigenstates. For the other two possible states, it is easy to show that they are not CP eigenstates but linear combinations of those states are CP eigenstates:

1 (I T+t-> +1 t+*->) . c e = +1

1 (I t + t - > - I t+ t -> ) : c P = - 1 .

The three CP = 1 eigenstates correspond to the P-wave states which can be produced by a photon or a Z °, both being C P = +1 eigenstates. The observation of the C P = - 1 eigenstate would proove the presence of CP violation in the 7. pair production. In e+e - --4 r+7. - events, the helicity state

1 : ~ (I t + t - > + $ + t - > ) is supressed with re-

spect to I t + t - > and I ] ' + t - > by a factor 7 2, with 3' = Ecms/2m(7.). This s tate and the CP = - 1 state show very similar decay product correlations. Therefore, the sensi- t ivity to CP-violat ing effects is diluted by the presence of the CP = +1 state, re- sulting in a close to zero sensitivity for a 7./charm factory and very high sensitivities for LEP experiments, where the 7- spins pro- jected onto the production axis is almost purely Jz = 4-1. B-factories will achieve similar sensitivities due to their large da ta samples.

Upper Limit on the ur Mass

Currently, the best upper limit on the mass of the 7. neutrino has been obtained from the combination of two ALEPH measure- ments, yielding rn(u,.) < 18 MeV/c 2 at 95% CL [19]. From cosmology however, it seems to be unlikely that unstable, heavy neutri- nos can be found in this mass region, since their decay is either visible or their decay products would interfere with the primor- dial nucleosynthesis. Some models exclude masses to well below 1 MeV/c 2, However,

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B. Spaan/Nuclear Physics B (Proc. Suppl.) 55C (1997) 453-460 457

there is reason to believe that an O(MeV) mass neutrino is not absolutely excluded, demonstra t ing the need for a much higher sensitvity for the uT mass determination. The B-factories and the v / cha rm factory claim to be able to reach limits on the u~ mass of m(uT) < 2 - 3 MeV/c 2, thus be- ing sensitive to parts of the allowed mass region.

• Rare Decay Modes

With future machines, it seems possible to detect r decays with branching ratios in the < 10 -6 range. A prominent represen- tat ive of the rare decay modes is the de- cay r - --+ rpr -ur which can occur due to isospin symmet ry breaking effects (allowed) and via second class currents, which are for- bidden in the s tandard model. Theoreti- cal predictions for the branching ratio of this decay mode give B ( r - - 4 rlTr-1]r ) ,~ 0(10-~) . The most sensitive upper limit for this decay mode up to now has been re- ported by CLEO on this conference to be B ~ - ~ r < 1.4.10 -4 [20]. It was also shown, that the detection of this decay will be tech- nically challenging due to the presence of background from the decays r - --+ rjK-uT and r - --+ r/rr-rr°Ur.

A variety of other rare decay modes can be investigated, e.g. r decays to t,, plus 4 oth- ers leptons. Here, the predictions for the branching ratios of some of those modes are in the 10 .7 to 10 -5 region, which can be easily reached by future machines. In fact, the decay with the largest predicted branch- ing ratio, r -+ ee+e-urue , has already been observed by CLEO [21].

• Many other Analysis Topics

A long list of other analysis topics exists, by far to long to be listed here completely. It contains QCD tests, determinat ion of as, search for the anamalous magnetic moment of the r (aT 1 -- 7(g~ - 2)), measurement of the tauonium states and much more.

3. r P h y s i c s a t F u t u r e M a c h i n e s

On this conference, M. Tigner gave an excel- lent overview over the properties of future ma- chines [22]. In this talk, the the focus is the r physics at B-factories and at a r / c h a r m factories.

In the near future, there will be detectors at three B-factories taking data. Two of them, BELLE and BABAR, are located at asymmetr ic e+e - machines, operating in the Ec,~ region of the T(4S) resonance. Both will have very similar design luminosities of t: = 3- 1033cm-2s -1 , which will be increased to ~; = 1.1034cm-2s -1 at a later stage. Thus, one can expect that both detectors will each be provided with 30.106 r pairs per year at design luminosity. Both machines and detec- tors are on a similar schedule, expecting to s tar t da ta taking in the summer of 1999. Although these detectors are not optimized for r physics but for the measurement of CP violation in the B ° system, the demands for their pr imary goals result in excellent r physics capabilities. Their main features are: Excellent vertexing, tracking, photon detection, and particle, i.e. lepton, iden- tification capabilities.

In addition, CESR and CLEO will be upgraded to become a symmetr ic B-factory. The CESR up- grade will result in increasing the luminosity of the machine to /: > 1 . 1033cm-2s -1, within a factor of three comparable to those of the asym- metric machines. The CLEO II detector will be upgraded to become CLEO III. The upgrade programme will provide CLEO III with a RICH counter and a new drif tehamber as well as a new vertexdetector. Like the detectors at asymmetr ic machines, CLEO III is optimized for B-physics, but will provide excellent r physics capabilities.

All B-factories are approved and are under con- struction. For a couple of years now, plans exist to build a r / c h a r m factory. Several sites have been proposed: Argonne, Beijing, Dubna and Novosibirsk. If approved, the da ta taking might start shortly after the year 2002. The current de- sign calls for luminosities of £ = 1. 1033cm-2s -1, Contrary to the B-factories, a r / c h a r m factory is optimized for r and charm physics. In ad-

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458 B. Spaan/Nuclear Physics B (Proc. Suppl.) 55C (1997) 453-460

dition, the machine will allow to operate at different centre-of-mass energies for the r physics programme. As it will be shown later, the de- terminat ion of branching ratios at the r / C h a r m factory does not require the knowledge of the number of r pairs produced. Therefore, the ma- jor systematic error a t t r ibuted to the branching ratio measurements for machines operating in the centre-of-mass region of the T(4S) resonance will not be present. This feature will enable the v / c h a r m factory to lower the systematic error of branching ratio measurements considerably. A r / c h a r m factory will exhibit additional fea- tures which are specifically designed for the r physics programme. It is planned, to install a longitudinal beam polarization scheme, result- ing in a the polarization of the r leptons. With polarized r leptons available, the determination of the Lorentz structure of the decays does not rely on r spin correlations anymore. Note that due to the low energy of the r leptons produced the v / cha rm factory, the spins of both r ' s are only marginMly correlated. Measurements of the Michel-Parameters ~ and ~5 which rely on the knowledge of the r spin orientation, would hardly be possible without having polarized r pairs available.

In the following sections, the methods how physics is pursued at the future machines is dis- cussed.

4. r P h y s i c s at a B - F a c t o r y

In principle, asymmetr ic and symmetr ic B- Factories will exploit similar methods to analyze r events. Thus, the r physics p rogramme will we very similar to the current r physics p rogramme at CLEO II. The boost at the asymmetr ic ma- chines is small compared to the boost which the r leptons experience in the centre-of-mass system. Contrary to the B-Meson system, the additional boost does not provide a significant lifetime in- formation. However, the excellent vertexing ca- pabilities of the B-factories will provide another possibility to discriminate r pair events from the background. Vertexing information can be ex- ploited in various ways. Some examples:

Distance of closest approach between two single prongs.

The average distance between those tracks is about dca "" 100pm. Since the impact pa- rameter resolution at the B-factories is ex- pected to bet ter than tha t value, this infor- mat ion can be used to suppress background.

Distance of closest approach between a sin- gle prong and a 3 or 5 prong vertex.

• Distance between two 3 or 5 prong vertices.

Using the vertex information, a much cleaner r -event selection is possible, leading to a reduc- tion in the systematic error for many measure- ments. In addition, a further improvement of the r-l ifetime measurement seems feasible.

5. v P h y s i c s at a r / C h a r m F a c t o r y

The physics at the v / cha rm factory will be quite different from those at B-factories. I t is fore- seen to operate at three different centre-of-mass energies:

1. E . . . . = 3.56 GeV

With ~r(e+e - --+ r + r - ) = 0.5 nb, the ex- pected number of r pairs produced per year is N ~ = 0.5- 10 z.

2. Eecm~ = 3.67 GeV

Here, ~r(e+e - --+ r + r - ) = 2.4 nb, and Nrr = 2.4.107

3. Eecms = 4.25 GeV

Here, cr(e+e - --+ r + r - ) = 3.5 nb, and N~-T = 3.5. 10 7

When operating at Eecm~ = 3.56 GeV and Eec,~ = 3.67 GeV, the centre-of-mass energy is too low for the production of charmed mesons. Therefore, all leptons produced at these energies have to arise from r decays which enables the

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B. Spaan/Nuclear Physics B (Proc. Suppl.) 55C (1997) 453-460 459

determination of branching rations by means of tagging v pair events with one of the v's de- caying leptonically: v - ---+ C-Pet/r and subse- quently counting the individual v decay modes of the other v. Thus, the number of v pairs does not need to be known which removes the major source of systematic errors in e.g. CLEO branching ratio measurements. Due to the low centre-of-mass energies, muons and pions cannot be separated very well over a wide momentum range. The determination of the corresponding branching ratios and of the Michel parameters p and 77 would suffer. However, when running at E~cms = 3.56 GeV, the v 's are produced al- most at rest, resulting in monoenergetic pions and kaons from the decay v - ~ h-vT, where h stands for ~- and K. Thus, muons can be eas- ily separated from those decays when running at Eecm~ = 3.56 GeV , allowing a high precision de- termination of B , and of the Michel parameters p and 7/.

At Eecms = 4.25 GeV, above the charm thresh- old, the maximum v pair cross section is reached. Measurements, which do not rely heavily on the precision of NT¢ can be performed at this energy.

Detector specific systematic errors can be min- imized by cross checking the detector Monte Carlo simulation with events taken at frequent runs on the T(1S) or T(2S) resonances, where a very large number of events if collected. In addition, many other detector effects can be de- termined and understood from those calibration runs. Therefore, it is possible to further reduce the systematic errors.

For a more detailed description of the v physics potential of a r / c h a r m factory can be found in [23].

6. C o n c l u s i o n s

With the termination of the LEP-I programme, most of the future r physics will happen at B- factories and at a v /charm factory, if the latter will be build. The major objective of the future v physics programme will be to perform preci- sion measurements, which requires the reduction of systematic errors well below the present level

at CLEO II. All future machines have the po- tential to yield considerably smaller systematic errors, thus allowing to significantly improve the current level of precision. In addition, the huge data samples give hope to observe rare v decays, to understand the resonance structure of hadronic r-decays, and they provide the basis for a search for non standard model physics in r production and decay. I believe, that with the new machines, v physics will continue to be exciting.

R E F E R E N C E S

1. M.L. Perl et al., Phys. Rev. Lett. 35, 2489 (1975).

2. CLEO Collaboration, T.E. Coan et al., CLEO-CONF96-15, ICHEP-96 PA01-85, Contributed paper to the 28th ICHEP, Warsaw (1994); V. Shelkov, Fourth Workshop on Tau Lepton Physics, Estes Park, 1996, Nucl. Phys. B. Supp., ed. J. Smith.

3. ALEPH Collaboration, D. Buskulic et al., Z. Phys. C 70, 561 (1996)

4. B. Heltsley, Fourth Workshop on Tau Lep- ton Physics, Estes Park, 1996, Nucl. Phys. B. Supp., ed. J. Smith; CLEO Collaboration, A. Anastassov et al., Cornell preprint C L N S 96-1431, 1996.

5. BES Collaboration, J.Z. Bai et al., Phys. Rev. D 53, 20 (1995).

6. P. Weber, Fourth Workshop on Tau Lepton Physics, Estes Park, 1996, Nucl. Phys. B. Supp., ed. J. Smith.

7. CLEO Collaboration, R. Balest et al., Cornell preprint CLNS 96-1417, 1996.

8. A. Pich, Fourth Workshop on Tau Lepton Physics, Estes Park, 1996, Nucl. Phys. B. Supp., ed. J. Smith.

9. CLEO Collaboration, A. Bellerive et al., CLEO-CONF96-4, ICHEP-96 PA07-68, Con- tributed paper to the 28th ICHEP, Warsaw (1994); M. Chadha, Fourth Workshop on Tau Lep- ton Physics, Estes Park, 1996, Nucl. Phys. B. Supp., ed. J. Smith.

10. H. Evans, Fourth Workshop on Tau Lepton Physics, Estes Park, 1996, Nucl. Phys. B.

Page 8: Tau physics at future machines

460 B. Spaan/Nuclear Physics B (Proc. Suppl.) 55C (1997) 45~460

Supp., ed. J. Smith. 11. U. Miiller, Fourth Workshop on Tau Lepton

Physics, Estes Park, 1996, Nucl. Phys. B. Supp., ed. J. Smith

12. ARGUS Collaboration, H. Albrecht et al., Z. Phys. C 58, 61 (1993).

13. J. Urheim, Fourth Workshop on Tau Lep- ton Physics, Estes Park, 1996, Nucl. Phys. B. Supp., ed. J. Smith.

14. R. Alemany, Fourth Workshop on Tau Lep- ton Physics, Estes Park, 1996, Nucl. Phys. B. Supp., ed. J. Smith.

15. A.B. Clegg and A. Donnachie,, Z. Phys. C 40, 313 (1988).

16. J.H. Kfihn and A. Santamaria,, Z. Phys. C 48, 445 (1990).

17. Talks of E. Mirkes, C. Nelson and Y-S. Tsai, Fourth Workshop on Tau Lepton Physics, Estes Park, 1996, Nucl. Phys. B. Supp., ed. J. Smith

18. N. Wermes, Fourth Workshop on Tau Lep- ton Physics, Estes Park, 1996, Nucl. Phys. B. Supp., ed. J. Smith

19. L. Passalacqua, Fourth Workshop on Tau Lepton Physics, Estes Park, 1996, Nucl. Phys. B. Supp., ed. J. Smith.

20. K.K. Gan, Fourth Workshop on Tau Lepton Physics, Estes Park, 1996, Nucl. Phys. B. Supp., ed. J. Smith.

21. CLEO Collaboration, M.S. Alam et al., Phys. Rev. Lett. 76, 2637 (1996).

22. M. Tigner, Fourth Workshop on Tau Lep- ton Physics, Estes Park, 1996, Nucl. Phys. B. Supp., ed. J. Smith.

23. M.L. Perl, Proc. Tau-Charm Factory in the Era of B-Factories and CESR, SLAC, 1994, SLAC report 451, eds. L.V. Beers and M.L. Perl; A. Pich, CERN report CERN-TH 7066/93 (1993); J. Kirkby, CERN report CERN-PPE/96-112 (1996).