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Yes - except in finite geometries (projective, for example).

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Not necessarily. There need not be in projective geometry, for example.

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Normally a straight line has infinitely many points. It is only in one case of projective geometry that lines have two points.

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A non projective drawing is a form of objective drawing. Projective drawings reveal the underlying personal structure of an individual.

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Projective - financial company - was created in 2006.

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One point cannot make a line or even a piece of a line. You need at least two points (in projective geometry) and infinitely many in classic geometry.

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Roy Martin Winger has written:

'An introduction to projective geometry' -- subject(s): Geometry, Projective, Projective Geometry

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Projective - financial company -'s population is 30.

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In Euclidean geometry each line contains a minimum of an infinite number of points.

In projective geometry, though, a line may have as few as two points.

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Russel Grant Woods has written:

'Central collineations of finite projective planes' -- subject(s): Geometry, Projective, Projective Geometry

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James Allen Van Dyke has written:

'A proof of the consistency of projective geometry' -- subject- s -: Geometry, Projective, Projective Geometry

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Peter Field has written:

'Projective geometry' -- subject(s): Projective Geometry

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L. Wayland Dowling has written:

'Projective geometry' -- subject(s): Projective Geometry

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Dezhi Fang has written:

'She ying ji he' -- subject(s): Geometry, Projective, Projective Geometry

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The term is "projective test." These tests involve presenting individuals with ambiguous stimuli, such as images or words, and asking them to interpret or respond to what they see. The responses are then analyzed to reveal underlying thoughts, feelings, and motivations.

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Renatus Ziegler has written:

'Mathematik und Geisteswissenschaft' -- subject(s): Geometry, Mathematics, Philosophy

'Synthetische Liniengeometrie' -- subject(s): Line geometry, Projective Geometry

'Morphologie von Kristallformen und symmetrischen Polyedern' -- subject(s): Mathematical Crystallography, Projective Geometry

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True for the Euclidean plane. There are consistent geometries (for example, projective geometry, or on the surface of a sphere where there may be none or more than one such lines.

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Trygve Johnsen has written:

'K3 Projective models in scrolls' -- subject(s): Algebraic Surfaces, Projective modules (Algebra)

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Arnold Emch has written:

'An introduction to projective geometry and its applications' -- subject(s): Accessible book, Analytic Geometry, Geometry, Analytic, Geometry, Projective, Plane, Projective Geometry

'Mathematical models' -- subject(s): Mathematics, Study and teaching

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R. J. Mihalek has written:

'Projective geometry and algebraic structures' -- subject(s): Abstract Algebra, Projective Geometry

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Olive Whicher has written:

'The Heart of the Matter'

'Projective geometry; creative polarities in space and time' -- subject(s): Projective Geometry

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The responses to projective tests are content analyzed for meaning rather than being based on presuppositions about meaning, as in the case with objective test.

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  • conjoined
  • conjecture
  • conjure
  • disjointed
  • misjudge
  • prejudice
  • project, projective, projection
  • subject

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was a mathematician that discovered synthetic and projective geometry

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His contributions to projective geometry.

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Projective geometry, possibly.

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Meyer Grupp Gaba has written:

'A set of postulates for general projective geometry ..' -- subject(s): Accessible book, Foundations, Projective Geometry

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Mauro Beltrametti has written:

'Lectures on curves, surfaces and projective varieties' -- subject(s): Algebraic Curves, Textbooks, Algebraic Surfaces, Projective Geometry

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Boris Moishezon has written:

'Complex surfaces and connected sums of complex projective planes' -- subject(s): Algebraic Surfaces, Manifolds (Mathematics), Projective planes

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An antiflag is a nonincident point-hyperlane pair in a projective space.

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A non projective engineer's drawing is done without using any instruments like triangle and scale. Such a drawing is also called a sketch or free hand drawing.

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A projective personality assessment is a psychological test that involves presenting individuals with ambiguous stimuli, such as pictures or words, and asking them to respond with their interpretations or associations. The responses are believed to reveal unconscious thoughts, feelings, and motivations, providing insight into the individual's personality characteristics and emotional functioning. Examples of projective tests include the Rorschach inkblot test and the Thematic Apperception Test (TAT).

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Ernest Julius Wilczynski has written:

'Projective differential geometry of curves and ruled surfaces' -- subject(s): Projective differential geometry, Differential Geometry, Surfaces, Curves

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Projective Listening is very common to us. We, the listeners absorb the information according to our own view or perspective. In other words, broader view of the listener is either ignored or given less attention.

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J.G Semple has written:

'Algebraic Projective Geometry'

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Projective tests can provide insight into unconscious thoughts and behaviors, allowing for a deeper understanding of an individual's personality. They offer a more flexible and open-ended approach compared to other types of assessments, which can lead to a more comprehensive evaluation. Additionally, projective tests are often useful in clinical settings for assessing emotional functioning and uncovering issues that may not be captured by other methods.

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None. In ordinary geometry, a line contains an infinite number of points and, by definition, they are all collinear.

In projective geometry, however, you can have three lines in the form of a triangle. Each line has only two points on it, so it cannot have 3 points collinear.

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Abdullah Tahir Othman has written:

'Permutation representations of extensions of the projective special linear group L [inferior]3 (4) and the projective special unitary group U [inferior]4 (3)'

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a projective personality assessment test for persons ages five and up.

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The Plucker formula is used in the field of projective geometry to calculate the volume of a polytope in n-dimensional space. It is particularly useful for computing the volume of polytopes defined by projective linear inequalities.

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There are several: hyperbolic, elliptic and projective are three geometries.

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