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| 1 | Phenotypic and genotypic characterization of Shigella spp. with reference to its virulence genes and antibiogram analysis from river Narmada显示文摘 | Anjana Sharma Susheel Kumar Singh Divya Bajpai | 2008 | Microbiological Research2008，，1： | 1 |
| 2 | Synthesis,characterization and analytical application of zirconium(Ⅳ)antimonoarsenate as a potentiometric sensor显示文摘 | Susheel K Mittal Harish K Sharma Ashok S K Kumar | 2006 | Reactive and Functional Polymers2006，66，10： | 1 |
| 3 | Successful treatment of hypertrophic pachymeningitis in refractory Wegener's graoulomatosis with rituximab显示文摘 | Aman Sharma Susheel Kumar Ajay Wanchu | 2010 | Clin Rheumatol2010，29，： | 1 |
| 4 | Taxonomic Revision of Late Cretaceous (Turonian) Bivalves from Narmada Basin, Central India显示文摘 | Susheel Kumar | 2014 | Journal of Earth Science and Engineering2014，4，8： | 0 |
| 5 | Electro-optically tunable self-focusing and self-defocusing in KTP crystals by a cascaded second-order process显示文摘We report the transformation of a linear electro-optically tunable non-phase-matched second-order nonlinear process into a cascaded second-order nonlinear process in a bulk KTP crystal to generate the effect of electrooptically tunable Kerr-type nonlinearity. By applying an electric field on the x–y plane, parallel to the z-axis of the crystal, phase mismatch is created, which introduces a nonlinear phase shift between the launched and reconverted fundamental waves from the generated second harmonic wave. Due to the nonuniform radial intensity distribution of a Gaussian beam, a curvature will be introduced into the fundamental wavefront, which focuses or defocuses the incident beam while propagating through the crystal. | Ruma Debnath Digvijay Singh Hada Susheel Kumar Beda Ardhendu Saha | 2016 | Chinese Optics Letters2016，14，12： | 0 |
| 6 | ON APPROXIMATION AND GENERALIZED TYPE OF ANALYTIC FUNCTIONS OF SEVERAL COMPLEX VARIABLES显示文摘In the present paper, we study the polynomial approximation of analytic functions of several complex variables. The characterizations of generalized type of analytic functions of several complex variables have been obtained in terms of approximation and interpolation errors. | G. S. Srivastava Susheel Kumar | 2011 | Analysis in Theory and Applications2011，27，2： | 0 |
| 7 | Multidetector computed tomography imaging of congenital anomalies of major airways:A pictorial essay显示文摘Congenital airway anomalies can be asymptomatic or may cause severe respiratory distress requiring immediate treatment.These anomalies can present early in life,or may be just incidental findings.It is important to recognize these entities to realize their clinical significance and to avoid false diagnosis.In this article, the various congenital airway anomalies and their imaging features by multidetector computed tomography (MDCT)are reviewed in order of occurrence during the embryological timeline.This pictorial essay reviews the various distinct congenital airway lesions and their MDCT manifestations.It also provides insight into the embryological basis of the congenital airway lesions encountered. | Dinesh Kumar Sundarakumar Ashu Seith Bhalla Raju Sharma Arun Kumar Gupta Susheel Kumar Kabra Priya Jagia | 2011 | World Journal of Radiology2011，3，12： | 0 |
| 8 | Some Generalization for an Operator Which Preserving Inequalities Between Polynomials显示文摘For a polynomial p(z) of degree n which has no zeros in |z| < 1, Dewan et al.,(K. K. Dewan and Sunil Hans, Generalization of certain well known polynomial inequalities, J. Math. Anal. Appl., 363(2010), 38–41) established zp′(z) +nβ2p(z) ≤n2{( β2 + 1+β2)max|z|=1|p(z)|-( 1+β2- β2)min|z|=1|p(z)|},for any complex number β with |β|≤ 1 and |z| = 1. In this paper we consider the operator B, which carries a polynomial p(z) into B[ p(z)] := λ0p(z) + λ1(nz2)p′(z)1!+ λ2(nz2)2 p′′(z)2!,where λ0, λ1, and λ2are such that all the zeros of u(z) = λ0+c(n,1)λ1z+c(n,2)λ2z2lie in the half plane |z| ≤ |z-n/2|. By using the operator B, we present a generalization of result of Dewan. Our result generalizes certain well-known polynomial inequalities. | Ahmad Zireh Susheel Kumar Kum Kum Dewan | 2014 | Analysis in Theory and Applications2014，30，3： | 0 |
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