Multivariate statistical analysis Flashcards

(17 cards)

1
Q

univariate analysis investigates one variable at a time using:

A

one sample t test

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2
Q

Bivariate analysis investigates the relationship between two variables using:

A

bivariate regression or chi-squared table analysis

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3
Q

Multivariate statistical analysis

A
  • Investigates multiple variables at once
  • Controls for third variables that may influence relationships.
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4
Q

Dependence methods

A

explain or predict one or more dependent variables on the basis of two or more independent variables

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5
Q

Interdependence methods:

A

techniques that are used to group things together and give them meaning

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6
Q

dependence techniques

A
  • multiple regression analysis
  • multiple duscrininant analysis
  • logistic regression
  • multivariate analysis of varience
  • n way cross tabulation
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7
Q

interdependence techniques

A
  • exploratory factor analys
  • cluster analysis
  • multi dimensional scaling
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8
Q

N way cross tabulation

A

where two non-metric scaled variables are compared after accounting for the effects of a third or more non metric variable
- Gender and brand trial post-Instagram ad.

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9
Q

Partial correltion analysis

A

Measures association between two linear variables after controlling for the effects of other variables
- exmple: Education vs. commission while controlling for experience.

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10
Q

n-way univraute analysis of variance (ANOVA)

A

simultaneously tests for the difference in the mean of a metric dependent variable among two or more non-metric independent variables
- example: Message type, appeal, and site entry affecting purchase.

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11
Q

multiple regression analysis

A

analysis that allows for simultaneous investigation of the effect of two or more independent variables on a single, interval, scaled dependent variable
- New brand intro with varying advertising, pricing, and distribution levels.
Analyzed to predict sales performance regionally.

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12
Q

Interpreting Regression Output

A
  • R² shows how much DV variance is explained.
  • Beta coefficients identify influence strength of each IV.
  • Use unstandardised (B) for prediction; standardised (β) for influence.
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13
Q

Mulicollinearity - problem with multiple regression

A

It is difficult to completely separate the effects of one idependent variable from another, causing the parameter estimates to be unreliable

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14
Q

Binary logistic regression

A

establishes a rule for forecasting the value of a binary dependent variable from a combination of two or more metric independent variables

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15
Q

Detecting Multicollinearity

A

Use correlation matrix to identify moderate to high IV correlations.

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16
Q

If the analysis contains one dependent variable that is metric and several independent variables that are also metric, what is the correct statistical analysis?

A

Multiple regression analysis

17
Q

What is the term for a problem in multiple regression where independent variables are correlated with each other, making parameter estimates unreliable?

A

Multi-collinearity