Products related to Cross-sectional:
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Book, Text, Medium : Cross-Sectional Reading for a Digital Age
Book, Text, Medium: Cross Sectional Reading for a Digital Age utilizes codex history, close reading, and language philosophy to assess the transformative arc between medieval books and today's e-books.It examines what happens to the reading experience in the twenty-first century when the original concept of a book is still held in the mind of a reader, if no longer in the reader's hand.Leading critic Garrett Stewart explores the play of mediation more generally, as the concept of book moves from a manufactured object to simply the language it puts into circulation.Framed by digital poetics, phonorobotics, and the rising popularity of audiobooks, this study sheds new light on both the history of reading and the negation of legible print in conceptual book art.
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Microeconometrics Using Stata, Second Edition, Volume I: Cross-Sectional and Panel Regression Models
Microeconometrics Using Stata, Second Edition is an invaluable reference for researchers and students interested in applied microeconometric methods. Like previous editions, this text covers all the classic microeconometric techniques ranging from linear models to instrumental-variables regression to panel-data estimation to nonlinear models such as probit, tobit, Poisson, and choice models.Each of these discussions has been updated to show the most modern implementation in Stata, and many include additional explanation of the underlying methods.In addition, the authors introduce readers to performing simulations in Stata and then use simulations to illustrate methods in other parts of the book.They even teach you how to code your own estimators in Stata. The second edition is greatly expanded—the new material is so extensive that the text now comprises two volumes.In addition to the classics, the book now teaches recently developed econometric methods and the methods newly added to Stata.Specifically, the book includes entirely new chapters onduration modelsrandomized control trials and exogenous treatment effectsendogenous treatment effectsmodels for endogeneity and heterogeneity, including finite mixture models, structural equation models, and nonlinear mixed-effects modelsspatial autoregressive modelssemiparametric regressionlasso for prediction and inferenceBayesian analysisAnyone interested in learning classic and modern econometric methods will find this the perfect companion. And those who apply these methods to their own data will return to this reference over and over as they need to implement the various techniques described in this book.
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Innovation Competency Model : Shaping Faculty Academic Innovation Development in China's Higher Education
Contributing to the discussion over China's higher education development, this book takes a theoretical approach to address the topic of university academics' innovation by introducing an academic innovation competency model, exploring the contexts, concepts and practices.The innovation competency model comprises three interdependent dimensions, including the academic internal drive vitality, the academic synthesizing refined ability and the academic suspected and introspective ability.By enriching the theory of professional development of university teachers, these three dimensions will help advance the reform of college personnel systems and ultimately improve the quality of China's higher education. The book will be valuable to researchers, students and stakeholders hoping to learn about education reform in China, or to those who study higher education management and comparative education.
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Dental Twin Anterior Matrices Orthodontic Sectional Contoured Metal Matrix Transparent Sectional
Dental Twin Anterior Matrices Orthodontic Sectional Contoured Metal Matrix Transparent Sectional
Price: 2.74 € | Shipping*: 2.18 €
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What is a cross-sectional image?
A cross-sectional image is a two-dimensional representation of a three-dimensional object or structure. It is typically obtained by slicing through the object or structure in a specific plane and capturing the internal details. Cross-sectional images are commonly used in medical imaging techniques such as CT scans and MRIs to visualize internal organs and tissues. These images provide valuable information about the anatomy and pathology of the subject being studied.
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What are cross-sectional functions in mathematics?
Cross-sectional functions in mathematics refer to functions that represent the intersection of a three-dimensional surface with a plane. These functions are used to analyze the behavior of a surface at a specific point or along a specific direction. By examining the cross-sectional functions of a surface, mathematicians can gain insights into its curvature, slope, and other properties. This concept is commonly used in calculus and differential geometry to study the behavior of surfaces in three-dimensional space.
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What is the cross-sectional shape of wood?
The cross-sectional shape of wood can vary depending on the type of tree it comes from. In general, wood has a circular or oval cross-sectional shape due to the growth rings and structure of the tree trunk. This shape is a result of the way trees grow, with new layers of wood being added each year, creating distinct growth rings. Additionally, the presence of medullary rays can give wood a radial pattern when viewed in cross-section.
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How do you calculate the cross-sectional area?
To calculate the cross-sectional area of a shape, you need to determine the shape of the cross-section (e.g., circle, square, triangle), measure the dimensions of the shape (e.g., radius, side lengths), and then use the appropriate formula to find the area. For example, the cross-sectional area of a circle can be calculated using the formula A = πr^2, where r is the radius of the circle. Similarly, the cross-sectional area of a square can be calculated by multiplying the length of one side by itself (A = side length x side length).
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Dental Twin Anterior Matrices Orthodontic Sectional Contoured Metal Matrix Transparent Sectional
Dental Twin Anterior Matrices Orthodontic Sectional Contoured Metal Matrix Transparent Sectional
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Dental Sectional Matrix System Sectional Contoured Matrix Bands Universal/Narrow Nickel Titanium
Dental Sectional Matrix System Sectional Contoured Matrix Bands Universal/Narrow Nickel Titanium
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Dental Sectional Matrix System Sectional Contoured Matrix Bands Universal/Narrow Nickel Titanium
Dental Sectional Matrix System Sectional Contoured Matrix Bands Universal/Narrow Nickel Titanium
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Quantile Regression for Cross-Sectional and Time Series Data : Applications in Energy Markets Using R
This brief addresses the estimation of quantile regression models from a practical perspective, which will support researchers who need to use conditional quantile regression to measure economic relationships among a set of variables.It will also benefit students using the methodology for the first time, and practitioners at private or public organizations who are interested in modeling different fragments of the conditional distribution of a given variable.The book pursues a practical approach with reference to energy markets, helping readers learn the main features of the technique more quickly.Emphasis is placed on the implementation details and the correct interpretation of the quantile regression coefficients rather than on the technicalities of the method, unlike the approach used in the majority of the literature.All applications are illustrated with R.
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What are the cross-sectional measures in mathematics?
Cross-sectional measures in mathematics refer to the analysis of data at a specific point in time, rather than over a period of time. This type of analysis allows for the comparison of different variables at a single point in time, providing a snapshot of the relationships between those variables. Cross-sectional measures are commonly used in statistics and econometrics to understand the relationships between different factors in a given population or sample. Examples of cross-sectional measures include correlations, regressions, and descriptive statistics.
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How is the cross-sectional calculation done for chimneys?
The cross-sectional calculation for chimneys is done by measuring the inside area of the chimney at its narrowest point, typically at the throat or the flue. This can be done by taking the width and height of the chimney at that point and multiplying them together to get the cross-sectional area. This calculation is important for determining the proper size of the chimney for efficient ventilation and to ensure that it can handle the volume of exhaust gases produced by the heating appliance. It is also used to determine the appropriate size of the chimney liner or flue pipe.
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What cross-sectional area is needed for house wiring?
The cross-sectional area needed for house wiring typically depends on the current rating of the circuit and the type of insulation used. In general, for standard residential wiring, a cross-sectional area of 2.5mm² to 6mm² is commonly used. This size allows for safe and efficient transmission of electricity without overheating or voltage drop. It is important to consult local building codes and regulations to determine the appropriate cross-sectional area for house wiring in a specific location.
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What is the extremum problem with cross-sectional area?
The extremum problem with cross-sectional area involves finding the maximum or minimum value of the area of a cross-section of a shape. This problem is often encountered in engineering and physics when designing structures or analyzing the properties of materials. By determining the extremum of the cross-sectional area, engineers can optimize the design of beams, columns, or other structural elements to ensure they can withstand the required loads while minimizing material usage. Mathematically, this problem is typically solved using calculus techniques to find the critical points where the area is maximized or minimized.
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