mMob3/Phocein (clone 16E2) Polyclonal Antibody
Application
Western Blot
Specificity
Human, Mouse, Rat
Subtype
Rabbit Polyclonal
Immunogen
KLH-Linked Peptide
Technical Summary
mMob3 also called Phocein (and was called mMob1 - see publication below) is a mammalian class II homolog of yeast MOB1 that appears to be a substrate for PP2A. In S. cerevisiae, MOB1 is an essential gene that is required for exit from mitosis, maintenance of cell ploidy, and possibly mitotic spindle pole body duplication. In mammalian cells, mMob3 forms complexes with members of the striatin family and PP2A and may be involved in vesicular trafficking and cell cycle regulation. Additional members of this complex include Sterile 20-like kinases such as Mst3, Mst4, and Ysk1 and cerebral cavernous malformation protein 3 (CCM3).
This antibody works well to detect mMob in whole cell lysates and immunoprecipitates but does not immunoprecipitate native protein. The peptide used is 100% conserved in human, mouse, and rat and has homology with other species as well.
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)
Publications
Moreno et al. J Biol Chem, 2001. 276:24253-24260
Baillat et al. Mol Biol Cell, 2001. 12: 663-673
Blondeau et al. Histochem Cell Biol, 2003. 119:131-138.
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