Big Chemical Encyclopedia

Chemical substances, components, reactions, process design ...

Articles Figures Tables About

Point mutations defined

Kozak, M. (1986) Point mutations define a sequence flanking the AUG initiator codon that modulates translation by eukaryotic ribosomes. Cell, 44, 283-292. [Pg.11]

A similar analysis could be made for a number of other diseases. Point mutations are usually defined by sequencing the gene in question, though occasionally, if the mutation destroys or creates a restriction enzyme site, the technique of restriction fragment analysis can be used to pinpoint the lesion. Deletions or insertions of DNA larger than 50 bp can often be detected by the Southern blotting procedure. [Pg.409]

Almost all problems that require knowledge of free energies are naturally formulated or can be framed in terms of (1.15) or (1.16). Systems 0 and 1 may differ in several ways. For example, they may be characterized by different values of a macroscopic parameter, such as the temperature. Alternatively, they may be defined by two different Hamiltonians, 3%o and 3%, as is the case in studies of free energy changes upon point mutation of one or several amino acids in a protein. Finally, the definitions of 0 and 1 can be naturally extended to describe two different, well-defined macroscopic states of the same system. Then, Q0 is defined as ... [Pg.20]

Fig. 3. Classification of human prion diseases. Sporadic the transformation from PrPc (circle) to PrPSc (square) occurs without apparent cause. Familial a point mutation ( ) is thought to facilitate the transformation. Infectious the transformation arises via PrPSc which acts as a template. The kinetic equations are defined by Eigen (1996). The infectious form includes kuru, iatrogenic CJD (iCJD), variant CJD (vCJD first reported in 1996), bovine spongiform encephalopathy (BSE first reported in 1985), and scrapie. In the nucleation-dependent model, monomeric PrPc and PrPSc are in chemical equilibrium. Fig. 3. Classification of human prion diseases. Sporadic the transformation from PrPc (circle) to PrPSc (square) occurs without apparent cause. Familial a point mutation ( ) is thought to facilitate the transformation. Infectious the transformation arises via PrPSc which acts as a template. The kinetic equations are defined by Eigen (1996). The infectious form includes kuru, iatrogenic CJD (iCJD), variant CJD (vCJD first reported in 1996), bovine spongiform encephalopathy (BSE first reported in 1985), and scrapie. In the nucleation-dependent model, monomeric PrPc and PrPSc are in chemical equilibrium.
While the results of this work are encouraging, it is clear that the structural definition of mutant proteins of this type is critical to development of rational interpretation of the results if for no other reason than that the structural perturbation introduced is presumably greater than for simple point mutations. Moreover, it would be particularly interesting to compare the functional properties of mutants compared in this manner in assays involving protein-protein reactions relevant to the species of cytochrome c on which the mutagenesis is based. For example, comparison of the activities of wild-type yeast cytochrome c with that of a loop-insertion mutant modelled on a photosynthetic cytochrome c in the reaction with the photosynthetic reaction center could help define the structural elements involved in the cytochrome c binding domain for the reaction center. [Pg.149]

Enzyme levels and activities within the human population can vary considerably and many of the enzymes involved in the metabolism of xenobiotics are polymorphicaUy distributed in the human population. Genetic polymorphism (from Greek poly many , morph form ) is defined as the occurrence of at least two different alleles, with allele frequencies exceeding 1% at a particular locus. The allelic variants include point mutations as well as deletions and insertions and genetic polymorphism may cause an increase, a decrease, or no change in enzymatic activity. [Pg.247]

These are indolent neoplasms characterised by uncontrolled expansion in the erythron where additional hazards are added by the thrombocytosis and, to a lesser extent, leucocytosis. There is a specific point mutation in the Janus Kinase 2 or JAK 2 gene that better defines these cases. [Pg.739]

Fig. 4.1. Schematic representation of die StEP process using two parental DNA sequences. (1) Denatured template DNAs are primed widi defined primers. (2) The partially extended primers produced by very brief annealing/extension randomly reanneal to different parent sequences (template switching). (3) Novel recombinants are created through multiple cycles of annealing/extension and strand switelling, hi principle, StEP is also an error-prone amplification process dial introduces additional point mutations (white circles). Fig. 4.1. Schematic representation of die StEP process using two parental DNA sequences. (1) Denatured template DNAs are primed widi defined primers. (2) The partially extended primers produced by very brief annealing/extension randomly reanneal to different parent sequences (template switching). (3) Novel recombinants are created through multiple cycles of annealing/extension and strand switelling, hi principle, StEP is also an error-prone amplification process dial introduces additional point mutations (white circles).
Although DNA mutations in nuclear DNA may cause mitochondrial dysfunction, the majority of genetically defined mitochondrial diseases are caused by mutations in mtDNA (M15, PI, S4). Point mutations and deletions of mtDNA have been reported to be associated with or responsible for mitochondrial myopathies and/or encephalomyopathies (M15, PI, S4). Patients with such diseases usually manifest major clinical symptoms early in life and at a later stage may develop additional multisystem disorders such as encephalopathy and/or peripheral neuropathy. Most of the mitochondrial myopathies occur sporadically and are often caused by large-scale mtDNA deletions (PI). However, there are several reports on maternally inherited mitochondrial myopathy and familial mitochondrial myopathy. These patients usually harbor a specific mtDNA mutation and often exhibit defects in NADH-CoQ reductase and/or cytochrome c oxidase. [Pg.91]

The fitness function is simply the mapping between points in sequence space and their fitnesses. The fitness landscape is the combination of the fitness function and the neighbor relationship. With neighbors defined by point mutation, for an N-site molecule, the landscape is the N-dimensional surface that results from plotting the fitness function over an N-dimensional Cartesian coordinate sequence space (Fig. 13). [Pg.126]

Fig. 2.5. A quasi-species-type mutant distribution around a master sequence. The quasi-species is an ordered distribution of polynucleotide sequences (RNA or DNA) in sequence space. A fittest genotype or master sequence /m, which is commonly present at highest frequency, is surrounded in sequence space by a cloud of closely related sequences. Relatedness of sequences is expressed (in terms of error classes) by the number of mutations which are required to produce them as mutants of the master sequence. In case of point mutations the distance between sequences is the Hamming distance. In precise terms, the quasi-species is defined as the stable stationary solution of Eq. (2) [16,19, 20], In reality, such a stationary solution exists only if the error rate of replication lies below a maximal value called the error threshold. In this region, i.e. below... Fig. 2.5. A quasi-species-type mutant distribution around a master sequence. The quasi-species is an ordered distribution of polynucleotide sequences (RNA or DNA) in sequence space. A fittest genotype or master sequence /m, which is commonly present at highest frequency, is surrounded in sequence space by a cloud of closely related sequences. Relatedness of sequences is expressed (in terms of error classes) by the number of mutations which are required to produce them as mutants of the master sequence. In case of point mutations the distance between sequences is the Hamming distance. In precise terms, the quasi-species is defined as the stable stationary solution of Eq. (2) [16,19, 20], In reality, such a stationary solution exists only if the error rate of replication lies below a maximal value called the error threshold. In this region, i.e. below...

See other pages where Point mutations defined is mentioned: [Pg.240]    [Pg.366]    [Pg.387]    [Pg.138]    [Pg.142]    [Pg.142]    [Pg.276]    [Pg.78]    [Pg.10]    [Pg.1092]    [Pg.437]    [Pg.1027]    [Pg.1267]    [Pg.373]    [Pg.459]    [Pg.1157]    [Pg.211]    [Pg.87]    [Pg.127]    [Pg.14]    [Pg.84]    [Pg.35]    [Pg.125]    [Pg.125]    [Pg.96]    [Pg.308]    [Pg.64]    [Pg.8]    [Pg.248]    [Pg.127]    [Pg.164]    [Pg.2305]    [Pg.26]    [Pg.3119]    [Pg.2685]    [Pg.130]    [Pg.322]   
See also in sourсe #XX -- [ Pg.60 ]




SEARCH



Point mutations

© 2024 chempedia.info