1,934 research outputs found

    Idiopathic Normal Pressure Hydrocephalus: An Overview of Pathophysiology, Clinical Features, Diagnosis and Treatment

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    Normal pressure hydrocephalus is characterised by the triad of gait disturbance, dementia and urinary incontinence. Although our understanding of the condition has considerably improved since it was initially described over 50 years ago, its pathophysiology is still a matter of debate. We provide an overview of the current concepts in pathophysiology and discuss the clinical features, diagnosis and treatment of this cause of dementia

    S-duality, triangle groups and modular anomalies in N=2 SQCD

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    We study N=2 superconformal theories with gauge group SU(N ) and 2N fundamental flavours in a locus of the Coulomb branch with a Z_N symmetry. In this special vacuum, we calculate the prepotential, the dual periods and the period matrix using equivariant localization. When the flavors are massless, we find that the period matrix is completely specified by [N/2] effective couplings. On each of these, we show that the S-duality group acts as a generalized triangle group and that its hauptmodul can be used to write a non-perturbatively exact relation between each effective coupling and the bare one. For N = 2, 3, 4 and 6, the generalized triangle group is an arithmetic Hecke group which contains a subgroup that is also a congruence subgroup of the modular group PSL(2,\u2124). For these cases, we introduce mass deformations that respect the symmetries of the special vacuum and show that the constraints arising from S-duality make it possible to resum the instanton contributions to the period matrix in terms of meromorphic modular forms which solve modular anomaly equations

    Modular anomaly equations and S-duality in N=2 conformal SQCD

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    We use localization techniques to study the non-perturbative properties of an N = 2 N=2 \mathcal{N}=2 superconformal gauge theory with gauge group SU(3) and six fundamental flavours. The instanton corrections to the prepotential, the dual periods and the period matrix are calculated in a locus of special vacua possessing a ℤ 3 symmetry. In a semiclassical expansion, we show that these observables are constrained by S-duality via a modular anomaly equation which takes the form of a recursion relation. The solutions of the recursion relation are quasi-modular functions of Γ 1 (3), which is a subgroup of the S -duality group and is also a congruence subgroup of SL(2 , ℤ )

    Haemoglobinopathies- thalassaemias and abnormal haemoglobins in Eastern Uttar Pradesh and adjoining districts of neighbouring states

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    The haemoglobinopathies- thalassaemias and abnormal haemoglobins- constitute a major burden of genetic diseases in India. Our study, based on index cases from 120 families detected between May 1999 and May 2003, highlights the ethnic distribution of haemoglobinopathies in regions in and around Varanasi comprising 8-10 districts of eastern Uttar Pradesh and adjoining districts of Bihar, Jharkhand, Chhattisgarh and Madhya Pradesh. Homozygous and heterozygous β-thalassaemia was the most common (66.9%), with thalassaemic haemoglobinopathies HbE-β-thalassaemia (15.9%) and HbS-β-thalasseamia (7.8%) contributing to almost a quarter of the cases. Along with HbSS disease (4.3%), the results indicate a confluence of β-thalassaemia, HbS and HbE in this region. IVS1-5 nt was the most common mutation in the few carriers analysed for mutation detection. The significance of the study lies in the demonstration of wide prevalence of β-thalassaemia across all castes and communities of this region, with migrant population groups of Sindhis and Punjabis comprising only 5.8% of the index cases. Also, HbE seems to have a much higher presence in this region than so far believed and HbS has a significant presence in general castes as well
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