What assumptions are necessary for causal inference in a cross-sectional regression analysis?
At the outset, five conditions are necessary for a cross-sectional approach to be able to investigate an etiological hypothesis, and without which any attempt to relate an ensuing estimator to either the CIR or IDR breaks down. For one, the population must be in steady state over the study period (stationary). In this case, within any given period of time, the size of the population needs to be constant across the exposure groups, as well as in regards to any other co-variable used in the modeling process. Secondly, no selective survival is allowable, i.e., the probability of withdrawal or death from the outcome under study or from other related causes may not be different across exposure groups. Thirdly, the mean duration of the outcome must be the same regardless of exposure group, that is, the exposure may not differentially influence the survival or recovery probabilities. Fourthly, no reverse causality is allowed, i.e., the outcome being modeled may not reciprocally cause (influence) the exposure status in any way. Lastly, the temporal directionality from the exposure to the outcome must be sustainable, either theoretically (e.g., if a lifelong attribute is studied as the exposure for a recent outcome event) or by means of a thorough data collection procedure that assures the exposure as an antecedent of the outcome (e.g., in a study on the effects on child birth, recalling at birth a past exposure during pregnancy)
What assumptions are necessary for causal inference in a cross-sectional regression analysis?
In what ways does panel data analysis improve upon both cross-sectional and time-series analyses in terms of causal inference?
1. What is the difference between cross-sectional and time-series ratio analysis? What is benchmarking? 2. When performing cross-sectional ratio analysis, the analyst should pay primary attention to what types of deviations from the norm? Why? 3. Why is it preferable to compare ratios calculated using financial statements that are dated at the same point in time during the year?
. Necessary assumptions for regression two scatter plots and the corresponding regression lines in the following dilagrams. Identily which graph is more homoscedastic. Graph I Graph II Y SCORES Y SCORES 10 10 2 0 2&1 X SCORES 10 X SCORES You wish to use a least squares regression line to predict a new response value Y for a given explanatory value X. Which of the assumptions are necessary in order to expect some accuracy in the prediction? Check all...
cross sectional analysis is most closely associated with a. common sized analysis b. time series analysis c. intracompany comparisons d. intercompany comparisions
Econometrics please answer
3 Application questions. 40 points conditions to be able to use the regression 1. Explain in detail the necessary obtain causal results
3 Application questions. 40 points conditions to be able to use the regression 1. Explain in detail the necessary obtain causal results
What is the most difficult problem for a forecaster using multiple causal regression? Multiple Choice Monitoring the economic time series. Identifying the dependent variable. Finding relevant independent variables with the right periodicity and covering the historic period matching the data. Determining the degrees of freedom necessary for the model and making certain they are in line with the demand planning models.
Casual Analysis: Anytime you ask why in passing interest, it's a causal analysis. T or F In a causal analysis, it's fine to reach a conclusion that is probable but not certain. T or F Readers understand for themselves why issues are important. T or F Necessary causes are enough to explain an effect. T or F A precipitating cause is one that is distant from an event. T or F A causal analysis usually follows a structure of comparison...
The model assumptions for multiple regression analysis are : 1. Normally distributed errors 2. Constant variance of the errors 3. Independent errors True False
Data for 34 cereals were examined to look for an association between fiber content and calories. A regression analysis was performed, in which the dependent variable was fiber and the independent variable was calories. Given below are graphs from the regression output. Which of the assumptions for inference are violated? Explain Click the icon to view the graphs from the regression output. Regression output graphs Is the straight enough condition satisfied? Yes 0 12 Is the independence assumption satisfied? Yes...
Q2. a) Draw the cross-sectional view of ann channel MOS transistor. Label the necessary parts (L, W, toi, D,G,S, etc.) Give appropriate values for L, W, tox. (10 p) b) Explain, how an n-channel enhancement mode MOS transistor operates. (10p)