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Optical birefringence is studied with a polarizing microscope. A temperaturecontrolled hot stage allows the polymer to be carefully heated, and the polarizing microscope allows the investigator to see developing crystallites and then see them disappear at the Tm . Sometimes a pseudo Tm is observed when one phase goes to another. This is also a rst-order process, and simple thermal curves cannot distinguish between them. Studies of the rates of crystal formation vs. temperature show the maximum rate of crystallite formation is about halfway between the Tg and the Tm of the polymer.

A 20-year longitudinal prospective study and a systematic literature review support the concept that a patient s long-standing occlusion is generally not a signi cant factor in his or her TMD symptoms.12,19 It is speculated that individuals subconsciously learn how

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Another Nobel Prize winning economist, Franco Modigliani, and his granddaughter, Leah Modigliani, a portfolio strategist at Morgan Stanley, created the Modigliani-Modigliani ratio. It is referred to as the M-squared ratio or the M2 ratio. Like the Sharpe Ratio, the Modiglianis statistic seeks to measure how well portfolios/funds perform after adjusting for risk. To make this adjustment, the M s delever a portfolio until its volatility (as measured by standard deviation) matches that of its benchmark. Put differently, for a portfolio whose historical volatility has been less than its benchmark s, they expand the portfolio by leveraging it at an assumed borrowing rate; and for a portfolio whose volatility has been greater than its benchmark s, they contract it and invest the hypothetical proceeds at an assumed yield. The assumed interest rate for both borrowing and lending is typically the yield on short-term Treasury bills. This adjustment produces a portfolio-speci c equity share or a leverage ratio that equates the portfolio s risk to that of its benchmark. The portfolio s actual return is then multiplied by its equity share, and the product of this calculation is compared to the benchmark s actual return to determine whether the portfolio had outperformed or underperformed the benchmark on a riskadjusted basis. So what is the difference between the Sharpe and M2 ratios In my view, the M s created not a better mousetrap, but a different one. The M2 ratio is, perhaps, more user-friendly in that it is stated in actual performance terms as opposed to the Sharpe ratio, which is stated in somewhat more abstract terms. Whatever method you prefer, just keep in mind that the individual ratios are meaningless in absolute terms. These gures are meaningful only when they can be compared to ratios of similar products or benchmarks.

Since the density of the polar samples is less dense at high frequencies than at low frequencies, the interpolation results are also less accurate at high frequencies. This causes some degradation in the reconstructed image.

The session scope. Objects defined within the session scope are available to the pages that process requests in the same session as that in which the page was created. Objects within the session scope are defined for each client and are available as long as the client session is valid. Such objects are stored in the session object. The application scope. Objects defined within the session scope are available to the pages that process requests in the same application as that in which the page was created. Objects within the application scope are not limited to individual clients but are accessed by all clients. Such objects are stored in the application object. Now that we are well informed about the various implicit objects and their scope, let s decide on the object to be used for the assignment. You ll recollect that the value of the user input or the login ID needs to be extracted and displayed in the welcome message. Summarizing the discussions so far, it is evident that the value of the login ID will be extracted by using the request.getParameter() method. As a result, the line of code for this extraction will be this:

1

Hence, the frequency of emission or absorption of radiation for a transition between the energy states E0 and E1 is given by: = (E1 E0 )/ h (1.5)

The code for the JSP page is as follows:

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