1,722,832 research outputs found
Reception - Abhimanyu Singh and Family
Graduate Abhimanyu Singh with family after the ceremony.https://scholarship.kentlaw.iit.edu/commencement_2013/1186/thumbnail.jp
BHARTIYA SANSKRITI KE PARIPOSHAK-ABHIMANYU ANAT
MARISHAH KE KATHAKAR ABHIMANYU ANAT KA MAHTAVA PRATIPADIT KIYA GAYA HA
Ceremony - Conor Sickel, Tanya Sienko, Abhimanyu Singh
Graduates Conor Sickel, Tanya Sienko, and Abhimanyu Singh receive their hoods.https://scholarship.kentlaw.iit.edu/commencement_2013/1156/thumbnail.jp
Abhimanyu anath aur Ramdev dhurandharke upnyason mein Pravasi Giri mithya majduron ki samasyaem
Abhimanyu anath aur Ramdev dhurandharke upnyason mein Pravasi Giri mithya majduron ki samasyae
Dr Abhimanyu guna analogi untuk orang awam mudah fahami kanser
SERDANG, 20 Jun - Membentang dan menghuraikan fakta secara padat mengenai kanser dalam tempoh masa tiga minit menggunakan bahasa yang mudah untuk difahami oleh orang awam adalah begitu mencabar, kata Dr Abhimanyu Veerakumarasivam yang memenangi pertandingan berprestij komunikasi sains Famelab Antarabangsa 2016 di Cheltenham, United Kingdom, baru-baru ini
Dependency Schemes in CDCL-Based QBF Solving: A Proof-Theoretic Study
In Quantified Boolean Formulas QBFs, dependency schemes help to detect spurious or superfluous dependencies that are implied by the variable ordering in the quantifier prefix but are not essential for constructing countermodels. This detection can provably shorten refutations in specific proof systems, and is expected to speed up runs of QBF solvers. The proof system QCDCL recently defined by Beyersdorff and Böhm (LMCS 2023) abstracts the reasoning employed by QBF solvers based on conflict-driven clause-learning (CDCL) techniques. We show how to incorporate the use of dependency schemes into this proof system, either in a preprocessing phase, or in the propagations and clause learning, or both. We then show that when the reflexive resolution path dependency scheme ^rrs is used, a mixed picture emerges: the proof systems that add ^rrs to QCDCL in these three ways are not only incomparable with each other, but are also incomparable with the basic QCDCL proof system that does not use ^rrs at all, as well as with several other resolution-based QBF proof systems. A notable fact is that all our separations are achieved through QBFs with bounded quantifier alternation
Katrin Fischer. Yakṣagāna. Eine Einführung in eine südindische Theatertradition Mit übersetzung und Text von „Abhimanyu Kāḷaga“
Katrin Fischer. Yakṣagāna. Eine Einführung in eine südindische Theatertradition Mit übersetzung und Text von „Abhimanyu Kāḷaga“, Drama und Theater in Südasien 3, Wiesbaden: Harrassowitz Verlag, 2004, pp. xi+202. ISSN 1431-4975, IS BN 3-447-05103-5 (Paperback
Diagnostic Uncertainties in Tremor
The approach and diagnosis of patients with tremor may be challenging for clinicians.
According to the most recent consensus statement by the Task Force on Tremor of the
International Parkinson Movement Disorder Society, the differentiation between
action (i.e., kinetic, postural, intention), resting, and other task- and position-specific
tremors is crucial to this goal. In addition, patients with tremor must be carefully
examined for other relevant features, including the topography of the tremor, since it
can involve different body areas and possibly associate with neurological signs of
uncertain significance. Following the characterization of major clinical features, it may
be useful to define, whenever possible, a particular tremor syndrome and to narrow
down the spectrum of possible etiologies. First, it is important to distinguish between
physiological and pathological tremor, and, in the latter case, to differentiate between
the underlying pathological conditions. A correct approach to tremor is particularly
relevant for appropriate referral, counseling, prognosis definition, and therapeutic
management of patients. The purpose of this review is to outline the possible
diagnostic uncertainties that may be encountered in clinical practice in the approach
to patients with tremor. In addition to an emphasis on a clinical approach, this review
discusses the important ancillary role of neurophysiology and innovative technologies,
neuroimaging, and genetics in the diagnostic proces
Approximate modularity
A set function on a ground set of size n is approximately modular if it satisfies every modularity requirement to within an additive error, approximate modularity is the set analog of approximate linearity. In this paper we study how close, in additive error, can approximately modular functions be to truly modular functions. We first obtain a polynomial time algorithm that makes O(n2 log n) queries to any approximately modular function to reconstruct a modular function that is O(√n)-close. We also show an almost matching lower bound: any algorithm world need super polynomially many queries to construct a modular function that is O(√n/log n)-close. In a striking contrast to these near-tight computational reconstruction bounds, we then show that for any approximately modular function, there exists a modular function that is O(log n)-close
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