Perhaps the most compelling example is neuropsychological patients who recognize objects regardless of orientation, but cannot interpret object orientation [10], [11].
As part of a metaphysical series to complement the exhibition, Dawn Joly, a medium from Nesconset, will lead a tour of the collection May 24 and also offer to "interpret" objects brought in by those in attendance.
Many people will remember her many years of participation in Renaissance festivals and other fairs where she adopted the persona of "Mama JuJu" and ran a booth where she and others interpreted objects, cards and handlines for clients in search of guidance for their personal lives.
This will be demonstrated for Python, an interpreted object-oriented high-level language that is well suited for scientific computing.
The ultimate aim is for Nico to use a mirror to interpret objects around it, in the same way as humans use a rear-view mirror to look for cars.
The trails offered students a range of ways of exploring the museum environment and collections, some encouraging students to interpret objects and museum spaces in lateral and imaginative ways, others more straightforwardly providing context and extra information.
This potential overlap of processes may prove particularly problematic for interpreting spontaneous object recognition tests where both recognition and habituation are measured by the same behavioural index – changes in exploration.
This process sometimes resulted in observers interpreting that objects were intended to be assigned to colors that were their weakest associates, even when there was a stronger associate on the screen.
The inspection process involves interpreting an object-based characteristic or spatial property of a generated image.
In "Modalities and Quantification" (1946) and in Meaning and Necessity (1947), Carnap interprets the object language operator of necessity as expressing at the object level the semantic notion of logical truth: "[T]he guiding idea in our constructions of systems of modal logic is this: a proposition p is logically necessary if and only if a sentence expressing p is logically true.
