Sandbox Reserved 1382
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| - | + | ==Globular Actin (G-actin)== | |
| - | ==Globular Actin== | + | |
<StructureSection load='3hbt' size='340' side='right' caption='Caption for this structure' scene=''> | <StructureSection load='3hbt' size='340' side='right' caption='Caption for this structure' scene=''> | ||
| - | Globular actin is a monomer that is composed of a larger cleft (active site) and a smaller cleft (allosteric site). <scene name='77/777702/Hydphil_res_of_active_site/1'>Ser14, Ser33, His73, Glu72, Tyr69</scene> are hydrophilic residues of active site. The tertiary structure consists of four major subdomains. | + | |
| + | == Structure == | ||
| + | Globular actin (G-actin) is a monomer that is composed of a larger cleft (active site) and a smaller cleft (allosteric site). <scene name='77/777702/Hydphil_res_of_active_site/1'>Ser14, Ser33, His73, Glu72, Tyr69</scene> are hydrophilic residues of active site. The tertiary structure consists of four major subdomains. <scene name='77/777702/Subdom_1_and_3/1'>Subdomains 1 and 3</scene> form the smaller cleft and <scene name='77/777702/Subdom_2_and_4/1'>subdomains 2 and 4</scene> form the larger cleft. The active site is located within subdomain 2. It is filamentous when polymerized (F-actin).<ref>doi:10.2210/rcsb_pdb/mom_2001_7</ref> | ||
== Function == | == Function == | ||
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== Relevance and applications == | == Relevance and applications == | ||
| - | ''' | + | '''Parallel Computation Using Actin Fibers and Myosin II Motors''' |
Electronic computers are able to follow a linear path to use sequential logic to perform high volumes of operations at respectable speeds. However, given a challenge such as a nondeterministic polynomial time complete (NP-complete) problem, such machines fail to provide the correct answer in a reasonable time. NP-complete problems are defined as mathematical problems that can be solved by a “parallel” Turing machine that can perform many computations simultaneously. In this aspect, modern computers are limited by the heat production and the number of parallel computations they can perform, although the advent of multi-core CPUs partially alleviates the problem. | Electronic computers are able to follow a linear path to use sequential logic to perform high volumes of operations at respectable speeds. However, given a challenge such as a nondeterministic polynomial time complete (NP-complete) problem, such machines fail to provide the correct answer in a reasonable time. NP-complete problems are defined as mathematical problems that can be solved by a “parallel” Turing machine that can perform many computations simultaneously. In this aspect, modern computers are limited by the heat production and the number of parallel computations they can perform, although the advent of multi-core CPUs partially alleviates the problem. | ||
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The preliminary test run on a 3 number SSP provides error rate too high to be within a reasonable margin of error for SSPs with more than 10 numbers (Fig. 4). The error is a direct result of the failure of pass junctions to force 100% of F-actin to traverse in a straight path.<ref>doi:10.1073/pnas.1510825113</ref> Still, the success rate for SSPs with less than 10 variables is acceptable enough to be a viable method of parallel computation. | The preliminary test run on a 3 number SSP provides error rate too high to be within a reasonable margin of error for SSPs with more than 10 numbers (Fig. 4). The error is a direct result of the failure of pass junctions to force 100% of F-actin to traverse in a straight path.<ref>doi:10.1073/pnas.1510825113</ref> Still, the success rate for SSPs with less than 10 variables is acceptable enough to be a viable method of parallel computation. | ||
| - | == Structural highlights == | ||
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| - | </StructureSection> | ||
== References == | == References == | ||
<references/> | <references/> | ||
Current revision
Globular Actin (G-actin)
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