Quantum polynomial functors from e-Hecke pairs

We define a new category of quantum polynomial functors extending the quantum polynomials introduced by Hong and Yacobi. We show that our category has many properties of the category of Hong and Yacobi and is the natural setting in which one can define composition of quantum polynomial functors. Throughout the paper we highlight several key differences between the theory of classical and quantum polynomial functors

Insights for Singapore’s re-employment legislation: evidence from the future of retirement survey 2006.

Utilizing the data from the 2006 Future of Retirement Survey, this paper attempts to investigate Singapore adult individuals‟ attitudes towards retirement and re-employment in old age, as well as employers‟ perceptions and practices towards older workers. The study highlights interesting findings which may be useful for policy-makers, labour market planners and employers, in preparation for the re-employment legislation in 2012 in Singapore

Are Real Estate IPOs a Different Species? Evidence from Hong Kong IPOs

It is well documented that in the United States, real estate investment trust (REIT) initial public offerings (IPOs) have an abnormally low initial-day return when compared to that of industrial firm IPOs. Researchers suspect that the abnormal return pattern of REIT IPOs is caused by their unique real estate holdings. Examination of 399 IPOs issued in Hong Kong during the 1986-1997 period reveals strong evidence that suggests that underlying real estate holdings cannot be the sole reason for the observed low initial-day return of REIT IPOs. This investigation indicates that there is a need to re-think the current explanations for the abnormal performance of REIT IPOs.

Residential Appraisal and the Lending Process: A Survey of Issues

This article surveys mainly academic literature for issues concerning the use of appraisals in the residential lending process. The development of appraisal methodologies is reviewed, and the strengths and weaknesses of various appraisal techniques are assessed. Issues relating to the use of neighborhood characteristics in appraisals for lending purposes are also explored. Finally, institutional incentives that give rise to biased and self-serving appraisals and possible solutions to these incentive problems are examined.

Muon anomalous magnetic moment from effective supersymmetry

We present a detailed analysis on the possible maximal value of the muon (g-2) (= 2 a_mu) within the context of effective SUSY models with R parity conservation. First of all, the mixing among the second and the third family sleptons can contribute at one loop level to the a_mu(SUSY) and tau -> mu gamma simultaneously. One finds that the a_mu(SUSY) can be as large as (10-20)*10^-10 for any tan beta, imposing the upper limit on the tau -> mu gamma branching ratio. Furthermore, the two-loop Barr-Zee type contributions to a_mu(SUSY) can be significant for large tan beta, if a stop is light and mu and A_t are large enough (O(1) TeV). In this case, it is possible to have a_mu(SUSY) upto O(10)*10^-10 without conflicting with tau -> l gamma. We conclude that the possible maximal value for a_mu(SUSY) is about 20*10^-10 for any tan beta. Therefore the BNL experiment on the muon a_mu can exclude the effective SUSY models only if the measured deviation is larger than \sim 30*10^-10.Comment: 10 pages, 3 figure