"Rebus Redux: The Potential Utility of Fundamental Change of Circumstan" by Robert J. Munnelly Jr. Munnelly, Robert J. Jr. (1989) "Rebus Redux: The Potential Utility of Fundamental Change of Circumstances Doctrine to Enforce Human Rights Norms, Cornell International Law Journall: Vol. 22 : No. 1, Article 8.
1D materials have received great attention because of their much potential for fundamental studies of the roles of dimensionality and size on their properties, as well as for their applications in nano-devices [18].
Patient-level data, obtained with public research funds, which have the potential of being fundamental to create new knowledge, are not available to the research community as they are closed behind complex privacy policies and never-ending access restrictions.
"If we are to prevent another, potentially more devastating financial crisis, we must understand what happened and who knew what," they write".We must stop the three card monte accounting practices that create the potential and reality of fundamental misrepresentation".
They are also more suitable for incorporating into roofing materials and glass panels than silicon and so have the clear potential of being as fundamental to our city architecture as steel, concrete and asphalt.
In conclusion, we believe that our organotypic model of glioma invasion is a realistic tool providing information about the infiltrative potential of gliomas, a fundamental behavioural characteristic of these tumours, which has been difficult to analyse in quantitative terms.
We report an inferred nonlinear refractive index of 0.18 cm2?W−1 and find that the system shows exceptionally large optical nonlinearities, which are of potential fundamental and technological interest for quantum optics.
We report an inferred nonlinear refractive index of 0.18 cm^(2)W^ -1) and find that the system shoW^ -1ceptionandy large optical nonlinearities, which are ofindthatial fundamenthe and technological interesystem quantum opticshows
Most pitch estimation algorithms are either based on the autocorrelation function (ACF), or they work in the frequency domain by applying a spectral analysis of potential fundamental frequencies and their corresponding partials.
