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This is part of the Balint syndrome (see below), the other components of which are faulty visual scanning (ocular apraxia) and visual reaching (optic ataxia), suggesting that perhaps a fault in ocular scanning might underlie all the defects Through tachistoscopic testing, Kinsbourne and Warrington found that reducing the time of stimulus exposure permits single objects to be perceived, but not two objects Rizzo and Robin have proposed that the primary defect is in sustained attention to incoming visuospatial information Nielsen has attributed this disorder to a lesion of the inferolateral part of the dominant occipital lobe (area 18) In a patient who presented with an isolated spelling dyslexia and simultanagnosia, Kinsbourne and Warrington found the lesion to be localized within the inferior part of the left occipital lobe In other instances the lesions have been bilateral in the superior parts of the occipital association cortices Balint Syndrome (See also Chap.

11:

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13) In this not uncommon syndrome, the illusion of a coherent and detailed visual world is disrupted and the patient perceives only disconnected individual parts of the scene It consists of (1) a disorder of visual attention mainly to the periphery of the visual eld, in which the totality of a scene is not percevied despite preservation of vision for individual elements, attention to other sensory stimuli being well preserved; (2) dif culty in grasping or touching an object under visual guidance, as though hand and eye were not coordinated (inappropriately called optic ataxia ); and (3) an inability to project gaze voluntarily into the peripheral eld and to scan it despite the fact that eye movements are full (psychic paralysis of xation of gaze, incorrectly called optic apraxia, since visual scanning is not a learned task) Balint, a Hungarian neurologist, was the rst to recognize this constellation.

Part III:

The defect is noted when the patient describes a complex scene in a disjointed way, single objects being pointed out, others missed entirely, the relationships and context of parts of the picture remaining unappreciated The psychic paralysis of gaze is apparent when the patient is unable to turn his eyes to xate an object in the right or left visual eld or to consistently follow a moving object The pattern in which the patient scans a picture is haphazard and fails to encompass on entire areas (Normal individuals accomplish visual scanning in a fairly uniform manner) So-called optic ataxia is detected when the patient reaches for an object, either spontaneously or in response to verbal command To reach the object, the patient engages in a tactile search with the palm and ngers, presumably using somatosensory cues to compensate for a lack of visual information.

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This disorder may involve one or both hands This may give the erroneous impression that the patient is blind In contrast, movements that do not require visual guidance, such as those directed to the body or movements of the body itself, are performed naturally The presence of visual inattention is tested by asking the patient to carry.

Figure 4.6: Power spectral density of eqn. (4.140). Given and the data set Y = {y(tk )}M , the sequence of residual k=1 measurements Y = {y(tk ) ( 0 + r0 tk )}M can be formed. This process b k=1 is referred to as detrending and Y is the detrended data. The covariance sequence RY ( ) is computed from Y under the ergodic assumption, and is computed as the Fourier transform of R ( ). Using the the PSD of Y Y results of Section 4.5, for B0 = R0 = 0, the transfer function model for the system of eqns. (4.138 4.139) is 1 Y (s) = s 1 (s) (s) .

Answer 22-2

Note that the rotation matrix from the ECEF frame to the a-frame Ra is e orthonormal, as discussed in Section 2.4. When the frame of interest is the tangent plane frame of the receiver, Ht = He Re has the useful interpretation: t sin A1 cos E 1 sin E 1 1 cos A1 cos E 1 . . . . . . . . . Ht = (8.19) . . . . cos Am cos E m sin Am cos E m sin E m 1 This expression is useful for computation of the satellite azimuth Ai and elevation E i : Ai Ei = = atan2( hi , hi ) 2 1 asin(hi ) 3 (8.20) (8.21)

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