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Markus Sommer

Researcher at University of Graz

Publications -  40
Citations -  1234

Markus Sommer is an academic researcher from University of Graz. The author has contributed to research in topics: Item response theory & Measurement invariance. The author has an hindex of 15, co-authored 39 publications receiving 970 citations. Previous affiliations of Markus Sommer include University of Vienna.

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Intelligence, creativity, and cognitive control: The common and differential involvement of executive functions in intelligence and creativity.

TL;DR: Assessment of three specific executive abilities for creative thought provided direct support for the executive involvement in creative thought and shed further light on the functional relationship between intelligence and creativity.
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Neural efficiency as a function of task demands.

TL;DR: Results suggest that neural efficiency reflects an (ability-dependent) adaption of brain activation to the respective task demands, and not when comparing tasks with the same person-specific task difficulty.
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Self-disgust in mental disorders — symptom-related or disorder-specific?

TL;DR: In mental disorders psychoticism and hostility were the best predictors for personal disgust, while anxiety and interpersonal sensitivity predicted behavioral disgust and traumatic events during childhood constitute a risk factor for self-disgust.
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Using Automatic Item Generation to Meet the Increasing Item Demands of High-Stakes Educational and Occupational Assessment.

TL;DR: The two-component item construction process has been successful in generation an item pool of construct-valid number series items with known psychometric characteristics with no item loss after the calibration phase.
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The effect of different types of perceptual manipulations on the dimensionality of automatically generated figural matrices

TL;DR: In this paper, the authors compare two types of item designs with regard to the effect of variations of the property "perceptual organization" on the psychometric properties and concurrent validity of figural matrices.