7 research outputs found

    Building an effective marketing model for Native American casinos

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    In 1987 the U.S. Supreme Court recognized that, as sovereign political entities, federally recognized Native American tribal entities could operate gaming facilities free of state regulation. Soon after, Congress introduced the 1988 Indian Gaming Regulatory Act (IGRA), which maps out the conditions under which Native American tribal entities are permitted to operate casinos and bingo parlors (Kilby, Fox, & Lucas, 2005). These terms and conditions for Native American casinos under IGRA regulation are Class II gaming methods. Class II gaming is defined as the game of chance commonly known as bingo (regardless of electronic, computer, or other technological aid) (Kilby et al., 2005). Class II gaming also includes non-banked card games; that is, games that are played exclusively against other players rather than against the house or a player acting as a bank. The most common form of non-banked card games are poker games (Kilby et al., 2005). The IGRA specifically excludes slot machines or electronic facsimiles of any game of chance from the definition of Class II games (Kilby et al, 2005). Tribes retain their authority to conduct, license, and regulate Class II gaming so long as the state in which the tribe is located permits such gaming for any purpose and the tribal government adopts a gaming ordinance approved by the Commission. Tribal governments are responsible for regulating Class II gaming with commission oversight. Native American casinos have the option to create a state compact to allow Class III games such as roulette, black jack, and craps (Kilby et. al., 2005). This allows the state in which the tribe operates to collect a percentage of the revenues generated by the compacted games. With the addition of new gaming options, it is important to implement a marketing model that will satisfy the new gaming market that is being tapped into with the addition of Class III games

    The Occurrence of Rocky Habitable-zone Planets around Solar-like Stars from Kepler Data

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    We present the occurrence rates for rocky planets in the habitable zones (HZs) of main-sequence dwarf stars based on the Kepler DR25 planet candidate catalog and Gaia-based stellar properties. We provide the first analysis in terms of star-dependent instellation flux, which allows us to track HZ planets. We define η⊕ as the HZ occurrence of planets with radii between 0.5 and 1.5 R⊕ orbiting stars with effective temperatures between 4800 and 6300 K. We find that η⊕ for the conservative HZ is between 0.37^(+0.48)_(−0.21) (errors reflect 68% credible intervals) and 0.60^(+0.90)_(−0.36) planets per star, while the optimistic HZ occurrence is between 0.58^(+0.73)_(−0.33) and 0.88^(+1.28)_(−0.51) planets per star. These bounds reflect two extreme assumptions about the extrapolation of completeness beyond orbital periods where DR25 completeness data are available. The large uncertainties are due to the small number of detected small HZ planets. We find similar occurrence rates between using Poisson likelihood Bayesian analysis and using Approximate Bayesian Computation. Our results are corrected for catalog completeness and reliability. Both completeness and the planet occurrence rate are dependent on stellar effective temperature. We also present occurrence rates for various stellar populations and planet size ranges. We estimate with 95% confidence that, on average, the nearest HZ planet around G and K dwarfs is ~6 pc away and there are ~4 HZ rocky planets around G and K dwarfs within 10 pc of the Sun

    The Occurrence of Rocky Habitable Zone Planets Around Solar-Like Stars from Kepler Data

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    We present occurrence rates for rocky planets in the habitable zones (HZ) of main-sequence dwarf stars based on the Kepler DR25 planet candidate catalog and Gaia-based stellar properties. We provide the first analysis in terms of star-dependent instellation flux, which allows us to track HZ planets. We define η⊕\eta_\oplus as the HZ occurrence of planets with radius between 0.5 and 1.5 R⊕R_\oplus orbiting stars with effective temperatures between 4800 K and 6300 K. We find that η⊕\eta_\oplus for the conservative HZ is between 0.37−0.21+0.480.37^{+0.48}_{-0.21} (errors reflect 68\% credible intervals) and 0.60−0.36+0.900.60^{+0.90}_{-0.36} planets per star, while the optimistic HZ occurrence is between 0.58−0.33+0.730.58^{+0.73}_{-0.33} and 0.88−0.51+1.280.88^{+1.28}_{-0.51} planets per star. These bounds reflect two extreme assumptions about the extrapolation of completeness beyond orbital periods where DR25 completeness data are available. The large uncertainties are due to the small number of detected small HZ planets. We find similar occurrence rates using both a Poisson likelihood Bayesian analysis and Approximate Bayesian Computation. Our results are corrected for catalog completeness and reliability. Both completeness and the planet occurrence rate are dependent on stellar effective temperature. We also present occurrence rates for various stellar populations and planet size ranges. We estimate with 95%95\% confidence that, on average, the nearest HZ planet around G and K dwarfs is about 6 pc away, and there are about 4 HZ rocky planets around G and K dwarfs within 10 pc of the Sun.Comment: To appear in The Astronomical Journa
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