1,729,403 research outputs found
Bibliographics for the 983 eprints in the live archives of E-LIS : trends and status report up to 7th July 2004, based on author-self-archiving metadata
The priority for ideas and philosophy related to "Network Theory" have been traced back and documented by Braun(2004),and credit goes to Karinthy(1929).The IT has empowered to realise it, as the most practical phenomena and it is no more a humour. The OAI (Open Archives Initiatives)and ACIS (Academic Contributor Information System)are progressive in the direction ,which may lead to realise the "Collective Genius" at global level. Focus of present study is on Author-Self-Archiving (A-S-A)Metadata of the 983 Eprints in the Live Archives of the E-LIS (EPrints of Library and Information Science),which were approved till 7th July 2004.The A-S-A Metadata was used for librametric analysis. Self-explanatory bibliographics are illustrated.The highlights include: Conference papers (34%); highest approval, June 2004 (28%); published archives (76%);not refereed (52%); not in public domain (60%); highest self-archiving-author (De Robbio, Antonella).The Nos. of EPrints having single JITA domain specifications were: Theoretical and general aspects of libraries and information(27); Information use and sociology of information(80);Users,literacy and reading(13);Libraries as physical collections(30);Publishing and legal issues(57);Management(13);Industry, profession and education(36);Information sources, supports, channels(113) ; Information treatment for information services, Information functions and techniques (101); Technical services libraries, archives and museums(25); Housing technologies(1); Information technology and library technology(92); and Inter-domainery (395) i.e. having specifications of two or more than two JITA classes
Imaginary Knots by Lalit Mohan Sharma
Book Review "Imaginary Knots by Lalit Mohan Sharma, New Delhi: Authorspress, 2024. ISBN: 9789355299086, Pages:117
INSPEC database analysis for Knowledge Management records
The study deals with the Knowledge Management papers covered in the INSPEC, an international database on Information Science, Physical Sciences, Engineering and Computer Sciences. The papers have been analysed in terms of their content and other scientometric parameters
Clinical Insights into MicroRNAs in Depression: Bridging Molecular Discoveries and Therapeutic Potential
Depression is a major contributor to the overall global burden of disease. The discovery of biomarkers for diagnosis or prediction of treatment responses and as therapeutic agents is a current priority. Previous studies have demonstrated the importance of short RNA molecules in the etiology of depression. The most extensively researched of these are microRNAs, a major component of cellular gene regulation and function. MicroRNAs function in a temporal and tissue-specific manner to regulate and modify the post-transcriptional expression of target mRNAs. They can also be shuttled as cargo of extracellular vesicles between the brain and the blood, thus informing about relevant mechanisms in the CNS through the periphery. In fact, studies have already shown that microRNAs identified peripherally are dysregulated in the pathological phenotypes seen in depression. Our article aims to review the existing evidence on microRNA dysregulation in depression and to summarize and evaluate the growing body of evidence for the use of microRNAs as a target for diagnostics and RNA-based therapies
Automatic verification of pipelined microprocessors
Thesis (M.S.)--Massachusetts Institute of Technology, Dept. of Electrical Engineering and Computer Science, 1994.Includes bibliographical references (p. 71-72).by Vishal Lalit Bhagwati.M.S
Stuart Cary Welch, Jr., Lalit KALA. N° 10. Octobre 1961. Les peintures de Basāwan
Busson Andrée. Stuart Cary Welch, Jr., Lalit KALA. N° 10. Octobre 1961. Les peintures de Basāwan. In: Arts asiatiques, tome 13, 1966. p. 137
Matrix generalizations of multiple hypergeometric functions by using Mathai's matrix transform techniques
Upadhyaya, Lalit Mohan. (2003). Matrix generalizations of multiple hypergeometric functions by using Mathai's matrix transform techniques. Retrieved from the University Digital Conservancy, https://hdl.handle.net/11299/3955
On Kampé De Fériet and Lauricella functions of matrix arguments - I
Upadhyaya, Lalit Mohan; Dhami, H.S.. (2002). On Kampé De Fériet and Lauricella functions of matrix arguments - I. Retrieved from the University Digital Conservancy, https://hdl.handle.net/11299/3724
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