Mapping of Synergistic Components of Weakly Interacting Protein-Protein Motifs Using Arrays of Paired Peptides

Abstract

Protein-protein recognition usually involves multiple interactions among different motifs that are scattered over protein surfaces. To identify such weak interactions, we have developed a novel double peptide synthesis (DS) method. This method allows us to map protein-protein interactions that involve two linear dis- continuous components from a polypeptide by the use of spatially addressable synergistic pairs of synthetic peptides. The DS procedure is based on the “SPOT” membrane-bound peptide synthesis technique, but to synthesize a mixture of two peptides, it uses both Fmoc (N-(9-fluorenyl)methoxycarbonyl))-alanine and Alloc-alanine at the first cycle. This allows their selective deprotection by either piperidine or tributyltin/palladium treatment, respectively. Using SPOT DS, we confirmed as a proof of principle that Elk-1 Ser383 phosphorylation by ERK-2 kinase is stimulated by the presence of the Elk-1-docking domain. SPOT DS can also be used to dissect protein-protein motifs that define phosphatase substrate affinity. Using this technique, we identified three new regions in the insulin receptor that stimulate the dephosphorylation of the receptor by protein-tyrosine phosphatase (PTP) 1B and presumably increase the selectivity of PTP for this substrate. These data demonstrate that the SPOT DS technique allows the identification of non-linear weakly interacting protein motifs, which are an important determinant of protein kinase and phosphatase substrate specificity and of protein-protein interactions in general. Protein-protein recognition usually involves multiple interactions among different motifs that are scattered over protein surfaces. To identify such weak interactions, we have developed a novel double peptide synthesis (DS) method. This method allows us to map protein-protein interactions that involve two linear dis- continuous components from a polypeptide by the use of spatially addressable synergistic pairs of synthetic peptides. The DS procedure is based on the “SPOT” membrane-bound peptide synthesis technique, but to synthesize a mixture of two peptides, it uses both Fmoc (N-(9-fluorenyl)methoxycarbonyl))-alanine and Alloc-alanine at the first cycle. This allows their selective deprotection by either piperidine or tributyltin/palladium treatment, respectively. Using SPOT DS, we confirmed as a proof of principle that Elk-1 Ser383 phosphorylation by ERK-2 kinase is stimulated by the presence of the Elk-1-docking domain. SPOT DS can also be used to dissect protein-protein motifs that define phosphatase substrate affinity. Using this technique, we identified three new regions in the insulin receptor that stimulate the dephosphorylation of the receptor by protein-tyrosine phosphatase (PTP) 1B and presumably increase the selectivity of PTP for this substrate. These data demonstrate that the SPOT DS technique allows the identification of non-linear weakly interacting protein motifs, which are an important determinant of protein kinase and phosphatase substrate specificity and of protein-protein interactions in general. SPOT double synthesis extracellular signal-regulated kinase N-(9-fluorenyl)methoxycarbonyl N-allyloxycarbonyl phosphate-buffered saline protein-tyrosine phosphatase glutathioneS-transferase mitogen-activated protein kinase/extracellular signal-regulated kinase kinase Yes-associated protein domain characterized by tryptophanes The substrate specificity of kinases and phosphatases is often determined by multiple domain-domain interactions (1Pawson T. Nash P. Genes Dev. 2000; 14: 1027-1047PubMed Google Scholar). An example is the Src homology domain of the Src family of kinases and also found in tyrosine phosphatases SHP1 and 2, which interacts with phosphotyrosine residues. The study of these domain-domain interactions often involves co-immunoprecipitation or yeast two-hybrid-like approaches. Co-immunoprecipitation often fails to detect weak interactions, whereas two-hybrid-like approaches are time-cons