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The Cognitive Abilities Screening Instrument (CASI) has a score range of 0 to 100 and provides quantitative assessment on attention, concentration, orientation, short-term memory, long-term memory, language abilities, visual construction, list-generating fluency, abstraction, and judgment. Scores of the Mini-Mental State Examination, the Modified Mini-Mental State Test, and the Hasegawa Dementia Screening Scale can also be estimated from subsets of the CASI items. Pilot testing conducted in Japan and in the United States has demonstrated its cross-cultural applicability and its usefulness in screening for dementia, in monitoring disease progression, and in providing profiles of cognitive impairment. Typical administration time is 15 to 20 minutes. Record form, manual, videotape of test administration, and quizzes to qualify potential users on the administration and scoring of the CASI are available upon request.

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AstraZeneca.

VI 3.7 Metrical N-linear connections 3.8 Gravitational and electromagnetic fields 3.9 The Lagrange space of electrodynamics 3.10 Generalized Lagrange spaces The geometry of cotangent bundle 4.1 The bundle (T*M,ir*,M) 4.2 The Poisson brackets. The Hamiltonian systems 4.3 Homogeneity 4.4 Nonlinear connections 4.5 Distinguished vector and covector fields 4.6 The almost product structure F. The metrical structure G. The almost complex structure IF 4.7 d-tensor algebra. N-linear connections 4.8 Torsion and curvature 4.9 The coefficients of an N-linear connection 4.10 The local expressions of d-tensors of torsion and curvature 4.11 Parallelism. Horizontal and vertical paths 4.12 Structure equations of an N-linear connection. Bianchi identities . . . Hamilton spaces 5.1 The spaces GH n 5.2 N-metrical connections i n 121 5.3 The N-lift of GH n 5.4 Hamilton spaces 5.5 Canonical nonlinear connection of the space H n 5.6 The canonical metrical connection of Hamilton space H n 5.7 Structure equations of CT(JV). Bianchi identities 5.8 Parallelism. Horizontal and vertical paths 5.9 The Hamilton spaces of electrodynamics 5.10 The almost Kählerian model of an Hamilton space Cartan spaces 6.1 The notion of Cartan space 6.2 Properties of the fundamental function K of Cartan space C n 6.3 Canonical nonlinear connection of a Cartan space 6.4 The canonical metrical connection 6.5 Structure equations. Bianchi identities 6.6 Special N-linear connections of Cartan space C n 6.7 Some special Cartan spaces 6.8 Parallelism in Cartan space. Horizontal and vertical paths VII 6.9 The almost Kählerian model of a Cartan space 7 The duality between Lagrange and Hamilton spaces 7.1 The Lagrange-Hamilton duality 7.2 -dual nonlinear connections 7.3 -du ald-connections 7.4 The Finsler-Cartan -duality 7.5 Berwald connection for Cartan spaces. Landsberg and Berwald spaces. Locally Minkowski spaces 7.6 Applications of the -duality 8 Symplectic transformations of the differential geometry of T*M 8.1 Connection-pairs on cotangent bundle 8.2 Special Linear Connections on T*M 8.3 The homogeneous case 8.4 f-related connection-pairs 8.5 f-related connections 8.6 The geometry of a homogeneous contact transformation 8.7 Examples 9 The dual bundle of a k-osculator bundle 9.1 The (T* k M,K* k ,M) bundle 9.2 The dual of the 2-osculator bundle 9.3 Dual semisprays on . 9.4 Homogeneity 9.5 Nonlinear connections 9.6 Distinguished vector and covector fields 9.7 Lie brackets. Exterior differentials 9.8 The almost product structure P. The almost contact structure . . . 9.9 The Riemannian structures on T* 2 M

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The clinical profile of HCAP was different from that of CAP. However, physicians can predict drug resistance in patients with either CAP or HCAP by taking account of the cumulative number of the risk factors. Clinical trial registered with https://upload.umin.ac.jp/cgi-open-bin/ctr/ctr.cgi?function=brows&action=brows&type=summary&recptno=R000004001&language=E ; number UMIN000003306.