Search results for "F'"

showing 10 items of 26 documents

Wernicke-Korsakoff syndrome complicated by subacute beriberi neuropathy in an alcoholic patient.

2017

Thiamine (vitamin B1) deficiency is a common condition in alcohol abusers, which can lead to damage of both the peripheral and the central nervous systems. Here we describe the case of an alcoholic patient who presented with acute onset of ataxia, severe weakness of the four limbs, and hypoesthesia and dysesthesia of the distal portion of the upper and lower extremities. The clinical picture also included mental confusion and amnesia. A diagnosis of Wernicke-Korsakoff syndrome was made based on clinical symptoms and brain RMI findings. Electromyography and electroneurography revealed signs of subacute axonal sensory-motor polyneuropathy that were compatible with a rare acute presentation of…

0301 basic medicineMalemedicine.medical_specialtyPediatricsAtaxiaBeriberiWernicke's encephalopathyAlcoholic NeuropathyBeriberi03 medical and health sciences0302 clinical medicinemedicineHumansKorsakoff's syndromeWernicke's encephalopathy030109 nutrition & dieteticsWernicke–Korsakoff syndromeDysesthesiabusiness.industryfood and beveragesGeneral MedicineMiddle Agedmedicine.diseaseSurgeryAlcoholismKorsakoff SyndromeThiamine deficiencyVitamin B ComplexThiamineSurgeryNeurology (clinical)medicine.symptombusinessKorsakoff's syndromePolyneuropathy030217 neurology & neurosurgeryVitamin B1Clinical neurology and neurosurgery
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Abrikosoff's tumour of the tongue:a pediatric case report

2007

Abrikosoff's tumour tongue surgery
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Vector Bundles and Torsion Free Sheaves on Degenerations of Elliptic Curves

2006

In this paper we give a survey about the classification of vector bundles and torsion free sheaves on degenerations of elliptic curves. Coherent sheaves on singular curves of arithmetic genus one can be studied using the technique of matrix problems or via Fourier-Mukai transforms, both methods are discussed here. Moreover, we include new proofs of some classical results about vector bundles on elliptic curves.

AlgebraPure mathematicsElliptic curveMathematics::Algebraic GeometryLine bundleTorsion (algebra)Vector bundleSchoof's algorithmTwists of curvesSupersingular elliptic curveMathematicsCoherent sheaf
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On the number of prime divisors of the order of elliptic curves modulo p

2005

CombinatoricsDiscrete mathematicsAlgebra and Number TheorySato–Tate conjectureCounting points on elliptic curvesSchoof's algorithmTwists of curvesSupersingular elliptic curveLenstra elliptic curve factorizationPrime (order theory)Division polynomialsMathematicsActa Arithmetica
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Three-dimensional behavior of apodized nontelecentric focusing systems.

2002

The scalar field in the focal volume of nontelecentric apodized focusing systems cannot be accurately described by the Debye integral representation. By use of the Fresnel–Kirchhoff diffraction formula it is found that, if the aperture stop is axially displaced, the focal-volume structure is tuned. We analyze the influence of the apodizing function and find that, whereas axially superresolving pupil filters are highly sensitive to the focal-volume reshaping effect, axially apodizing filters are more inclined to the focal-shift effect.

DiffractionPhysicsbusiness.industryMaterials Science (miscellaneous)Astrophysics::Instrumentation and Methods for AstrophysicsPhysics::OpticsIndustrial and Manufacturing EngineeringKirchhoff's diffraction formulasymbols.namesakeOpticsApodizationsymbolsFresnel numberBusiness and International ManagementbusinessAxial symmetryScalar fieldFresnel diffractionDebyeApplied optics
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Episodic future thinking together with observational learning benefits prospective memory in high-functioning Korsakoff's syndrome patients

2020

Contains fulltext : 219555.pdf (Publisher’s version ) (Open Access) Objective: Patients with Korsakoff's syndrome (KS) have difficulty carrying out tasks which rely on prospective memory (PM). Since remembering to carry out an action in the future is crucial for living independently, it is of primary interest to develop strategies that improve PM performance in KS patients. Design: The study employed a computer categorization task as an ongoing activity into which a PM task was embedded. We included episodic future thinking (EFT) and observational learning (Experiment 2) to boost PM. Methods: Experiment 1 evaluated the efficacy of EFT following written PM task instructions in ten KS patient…

Male050103 clinical psychologymedicine.medical_specialtyAlzheimer`s disease Donders Center for Medical Neuroscience [Radboudumc 1]Memory Episodicprospective memoryalcoholicsAlcohol use disorderAudiologyTask (project management)All institutes and research themes of the Radboud University Medical CenterProspective memorymedicineHumansObservational learning0501 psychology and cognitive sciencesProspective StudiesCognitive skillMemory Disordersfuture thinkingNeuro- en revalidatiepsychologieRecall05 social sciencesNeuropsychology and rehabilitation psychologyOriginal ArticlesGeneral MedicineMiddle AgedKorsakoff’s syndromemedicine.diseasefuture event stimulationClinical PsychologyKorsakoff Syndromeobservational learningCategorizationFemaleOriginal ArticleKorsakoff's syndromePsychology
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The completely distributive lattice of machine invariant sets of infnite words

2007

Mealy machineDiscrete mathematicsAlgebra and Number TheoryApplied MathematicsDistributive latticeInvariant (mathematics)Completely distributive latticeBirkhoff's representation theoremCongruence lattice problemMathematicsDiscussiones Mathematicae - General Algebra and Applications
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Posets That Locally Resemble Distributive Lattices

2000

Abstract Let P be a graded poset with 0 and 1 and rank at least 3. Assume that every rank 3 interval is a distributive lattice and that, for every interval of rank at least 4, the interval minus its endpoints is connected. It is shown that P is a distributive lattice, thus resolving an issue raised by Stanley. Similar theorems are proven for semimodular, modular, and complemented modular lattices. As a corollary, a theorem of Stanley for Boolean lattices is obtained, as well as a theorem of Grabiner (conjectured by Stanley) for products of chains. Applications to incidence geometry and connections with the theory of buildings are discussed.

Modular latticeDiscrete mathematicsDistributive latticeCongruence lattice problemMap of latticesTheoretical Computer ScienceComplemented latticeCombinatoricsGraded posetComputational Theory and MathematicsSemimodular latticeDiscrete Mathematics and CombinatoricsBirkhoff's representation theoremMathematicsJournal of Combinatorial Theory, Series A
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Chapter 1 The Resolution Challenge in 3D Optical Microscopy

2009

Publisher Summary This chapter discusses the theoretical principles of 3D microscopy with the widespread realizations of 3D microscopy.Based on the paraxial diffraction equations, it has been shown that conventional microscopes, when dealing with 3D fluorescent samples, provide sets of 2D images. These images of the different transverse sections of the 3D object contain, in addition to the sharp image of the in focus section, the blurred images of the rest of the specimen. The paraxial formalism has been generalized in a very simple way to a non-paraxial context, showing that the equations that govern non-paraxial imaging are similar to those that govern paraxial imaging. The only differenc…

Physics2d imagesFormalism (philosophy of mathematics)OpticsMicroscopeOptical microscopebusiness.industrylawParaxial approximationbusiness3d microscopyKirchhoff's diffraction formulalaw.invention
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Debye representation of dispersive focused waves

2006

We report on a matrix-based diffraction integral that evaluates the focal field of any diffraction-limited axisymmetric complex system. This diffraction formula is a generalization of the Debye integral applied to apertured focused beams, which may be accommodated to broadband problems. Longitudinal chromatic aberration may limit the convenience of the Debye formulation and, additionally, spatial boundaries of validity around the focal point are provided. Fresnel number is reformulated in order to guarantee that the focal region is entirely into the region of validity of the Debye approximation when the Fresnel number of the focusing geometry largely exceeds unity. We have applied the matri…

PhysicsDiffractionbusiness.industryParaxial approximationComplex systemRotational symmetryAstrophysics::Instrumentation and Methods for AstrophysicsFOS: Physical sciencesPhysics::OpticsAtomic and Molecular Physics and OpticsElectronic Optical and Magnetic MaterialsKirchhoff's diffraction formulasymbols.namesakeOpticssymbolsFresnel numberComputer Vision and Pattern RecognitionbusinessDiffraction gratingDebyeOptics (physics.optics)Physics - Optics
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