نتایج جستجو برای: isobaric model

تعداد نتایج: 2106299  

Journal: :Briefings in functional genomics & proteomics 2006
Kunal Aggarwal Leila H Choe Kelvin H Lee

Shotgun proteomic methods involving isobaric tagging of peptides enable high-throughput proteomic analysis. iTRAQ reagents allow simultaneous identification and quantitation of proteins in four different samples using tandem mass spectrometry (MS). In this article, we provide a brief description of proteome analysis using iTRAQ reagents and review the current applications of these reagents in p...

Journal: :Journal of Nonlinear Mathematical Physics 2004

Journal: :Proteomics 2006
Jun Hu Jin Qian Oleg Borisov Sanqiang Pan Yan Li Tong Liu Longwen Deng Kenneth Wannemacher Michael Kurnellas Christa Patterson Stella Elkabes Hong Li

Recent proteomic applications have demonstrated their potential for revealing the molecular mechanisms underlying neurodegeneration. The present study quantifies cerebellar protein changes in mice that are deficient in plasma membrane calcium ATPase 2 (PMCA2), an essential neuronal pump that extrudes calcium from cells and is abundantly expressed in Purkinje neurons. PMCA2-null mice display mot...

Journal: :Proteomics 2006
Pratik Jagtap George Michailidis Ryszard Zielke Angela K Walker Nishi Patel John R Strahler Adam Driks Philip C Andrews Janine R Maddock

Germination of Bacillus anthracis spores involves rehydration of the spore interior and rapid degradation of several of the protective layers, including the spore coat. Here, we examine the temporal changes that occur during B. anthracis spore germination using an isobaric tagging system. Over the course of 17 min from the onset of germination, the levels of at least 19 spore proteins significa...

2012
HUILAN LI TRUEMAN MACHENRY

Inspired by Rearick (1968), we introduce two new operators, LOG and EXP. The LOG operates on generalized Fibonacci polynomials giving generalized Lucas polynomials. The EXP is the inverse of LOG. In particular, LOG takes a convolution product of generalized Fibonacci polynomials to a sum of generalized Lucas polynomials and EXP takes the sum to the convolution product. We use this structure to ...

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