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Gluing cycles

At the next step, we have to restore and cut the cycles. First cycle to cut is the result of cycle gluing, A A3. It is necessary to delete the limiting step, i.e. the reaction with the smallest rate constant. If k > 23/ then we get A A3. If, inverse, k2s>kl, then we obtain A] <- A3. [Pg.150]

Let us take a weakly ergodic network iV and apply the algorithms of auxiliary systems construction and cycles gluing. As a result we obtain an auxiliary dynamic system with one fixed point (there may be only one minimal sink). In the algorithm of steady-state reconstruction (Section 4.3) we always operate with one cycle (and with small auxiliary cycles inside that one, as in a simple example in Section 2.9). In a cycle with limitation almost all concentration is accumulated at the start of the limiting step (13), (14). Hence, in the whole network almost all concentration will be accumulated in one component. The dominant system for a weekly ergodic network is an acyclic network with minimal element. The minimal element is such a component Amin that there exists an oriented path in the dominant system from any element to Amin- Almost all concentration in the steady state of the network iV will be concentrated in the component Amin-... [Pg.155]

Let us take a multiscale network and perform the iterative process of auxiliary dynamic systems construction and cycle gluing, as it is prescribed in Section 4.3. After the final step the algorithm gives the discrete dynamical system O " with fixed points A . [Pg.155]

Dominant systems are acyclic. All the stationary rates in the first order are limited by limiting steps of some cycles. Those cycles are glued in the hierarchical cycle gluing procedure, and their limiting steps are deleted in the cycles surgery procedures (see Section 4.3 and Figure 1). [Pg.156]

In the simplest case, the dominant system is determined by the ordering of constants. But for sufficiently complex systems we need to introduce auxiliary elementary reactions. They appear after cycle gluing and have monomial rate constants of the form kg — Ylikf. The dominant system depends on the place of these monomial values among the ordered constants. [Pg.164]

The ketoglutarate or oxoglutarate family consists of A. a. whose carbon skeletons are derived from oxoglutarate supplied by the tricarboxylic acid cycle glu-... [Pg.31]

The data led to tire cycle shown in figure C2.7.8. Here, only tire active site on tire interior enzyme surface (section C2.6) is depicted, consisting of R groups including aspartic acid, glutamic acid and otliers, represented witli tire shortliand Asp, Glu etc tire subscripts represent tlie positions on tlie polypeptide chain. [Pg.2707]

COMPARTMENTALIZED PYRUVATE CARBOXYLASE DEPENDS ON METABOLITE CONVERSION AND TRANSPORT The second interesting feature of pyruvate carboxylase is that it is found only in the matrix of the mitochondria. By contrast, the next enzyme in the gluconeogenic pathway, PEP carboxykinase, may be localized in the cytosol or in the mitochondria or both. For example, rabbit liver PEP carboxykinase is predominantly mitochondrial, whereas the rat liver enzyme is strictly cytosolic. In human liver, PEP carboxykinase is found both in the cytosol and in the mitochondria. Pyruvate is transported into the mitochondrial matrix, where it can be converted to acetyl-CoA (for use in the TCA cycle) and then to citrate (for fatty acid synthesis see Figure 25.1). /Uternatively, it may be converted directly to 0/ A by pyruvate carboxylase and used in glu-... [Pg.746]

Succinyl-CoA derived from propionyl-CoA can enter the TCA cycle. Oxidation of succinate to oxaloacetate provides a substrate for glucose synthesis. Thus, although the acetate units produced in /3-oxidation cannot be utilized in glu-coneogenesis by animals, the occasional propionate produced from oxidation of odd-carbon fatty acids can be used for sugar synthesis. Alternatively, succinate introduced to the TCA cycle from odd-carbon fatty acid oxidation may be oxidized to COg. However, all of the 4-carbon intermediates in the TCA cycle are regenerated in the cycle and thus should be viewed as catalytic species. Net consumption of succinyl-CoA thus does not occur directly in the TCA cycle. Rather, the succinyl-CoA generated from /3-oxidation of odd-carbon fatty acids must be converted to pyruvate and then to acetyl-CoA (which is completely oxidized in the TCA cycle). To follow this latter route, succinyl-CoA entering the TCA cycle must be first converted to malate in the usual way, and then transported from the mitochondrial matrix to the cytosol, where it is oxida-... [Pg.793]

Anticoagulants. Figure 2 Coumarin (Warfarin) and the vitamin K cycle. Abbreviations glu, glutamate gla, y-carboxyglutamate. (Modified from [2], with permission from Chest.)... [Pg.109]

Succinyl-CoA is converted to succinate by the enzyme succinate thiokinase (succinyl-CoA synthetase). This is the only example in the citric acid cycle of substrate-level phosphorylation. Tissues in which glu-coneogenesis occurs (the hver and kidney) contain two isoenzymes of succinate thiokinase, one specific for GDP and the other for ADP. The GTP formed is used for the decarboxylation of oxaloacetate to phos-phoenolpymvate in gluconeogenesis and provides a regulatory hnk between citric acid cycle activity and the withdrawal of oxaloacetate for gluconeogenesis. Nongluconeogenic tissues have only the isoenzyme that uses ADP. [Pg.131]

Underlined sequences indicate amino acid sequences used for the generation of degenerate primers. Bracketed question marks represent blank cycles from the Edman degradation reaction. Additional sequence was obtained after blank cycles in all cases except the Glu-C-1 and Glu-C-2 peptides. [Pg.252]

Nitrogen is dumped into the urea cycle by transamination to make Asp or Glu or by deamination to make ammonia. [Pg.200]

Glutamate transporters in brain are coded by five different but closely related genes, SLC1A1-4 and SLC1A6. There are several trivial names for each of the corresponding proteins. The transporters can all symport one Glu, with three Na+ and one H+, and antiport one K+ within each cycle, but they differ in their cellular expression. [Pg.85]

Cationic amphiphiles 2Ci8-glu-N spread on pure water, in the solution of 10 xM DNA containing 10 xM intercalating dyes (proflavine). The dye-intercalated DNA anions were expected to adsorb to the cationic lipid mono-layer due to electrostatic interactions and was transferred to a hydrophobized glass plate at a surface pressure of 35 mN m at 20 °C. From a moving area of a barrier, two layers of the monolayer were confirmed to be transferred in each one cycle (Y-type deposition). When the QCM plate was employed as a transfer plate, the transferred mass could be calculated from frequency decreases (mass increase on the QCM) [29-31]. It was confirmed that 203 10 ng of two lipid monolayers and 74 5 ng of DNA strands were transferred on to the substrate per dipping cycle, which means ca. 95% of the monolayer area was covered by DNA molecules. [Pg.67]

The LB film of the DNA-/profiavine/2C18-glu-N complex was transferred with 44 layers (22 cycles) on one side of a glass plate (total 88 layers on both sides) and measured by polarized absorption spectra in aqueous solution (see Fig. 11a). The LB film did not swell and did not remove from the substrate... [Pg.67]

Figure 9-3. Fates of the carbon skeletons upon metabolism of the amino acids. Points of entry at various steps of the tricarboxylic acid (TCA) cycle, glycolysis and gluconeogenesis are shown for the carbons skeletons of the amino acids. Note the multiple fates of the glucogenic amino acids glycine (Gly), serine (Ser), and threonine (Thr) as well as the combined glucogenic and ketogenic amino acids phenylalanine (Phe), tryptophan (Trp), and tyrosine (Tyr). Ala, alanine Cys, cysteine lie, isoleucine Leu, leucine Lys, lysine Asn, asparagine Asp, aspartate Arg, arginine His, histidine Glu, glutamate Gin, glutamine Pro, proline Val, valine Met, methionine. Figure 9-3. Fates of the carbon skeletons upon metabolism of the amino acids. Points of entry at various steps of the tricarboxylic acid (TCA) cycle, glycolysis and gluconeogenesis are shown for the carbons skeletons of the amino acids. Note the multiple fates of the glucogenic amino acids glycine (Gly), serine (Ser), and threonine (Thr) as well as the combined glucogenic and ketogenic amino acids phenylalanine (Phe), tryptophan (Trp), and tyrosine (Tyr). Ala, alanine Cys, cysteine lie, isoleucine Leu, leucine Lys, lysine Asn, asparagine Asp, aspartate Arg, arginine His, histidine Glu, glutamate Gin, glutamine Pro, proline Val, valine Met, methionine.
Disulfide connectivities of a partially reduced and alkylated peptide can be identified by the pairwise recognition of the specifically derivatized PTH-Cys on sequencing/46 PTH-Cys(Cam) and PTH-Cys(CM) are reported to elute on the ABI sequencer with PTH-Glu and PTH-Ser, respectively/46 and PTH-Cys(NEM) after PTH-Pro. 49 Therefore, it is important to know the primary structure of the target molecule in advance and to focus on the determination of its disulfide arrangement during sequence analysis in order to avoid mis-assignment of the amino adds at the cycles of the modified cysteine residues. [Pg.173]

FIPhosphatidylinositol cycle. A = activator CMPPA = cytidine monophosphate phosphatidic acid DAG = diacylglycerol G = G protein Glu-6-P, glucose 6-phosphate IPj = inositol monophosphate IP2 = inositol biphosphate ... [Pg.160]

Again we should analyze, whether this new cycle is a sink in the new reaction network, etc. Finally, after a chain of transformations, we should come to an auxiliary discrete dynamical system with one attractor, a cycle, that is the sink of the transformed whole reaction network. After that, we can find stationary distribution by restoring of glued cycles in auxiliary kinetic system and applying formulas (11)-(13) and (15) from Section 2. First, we find the stationary state of the cycle constructed on the last iteration, after that for each vertex Ay that is a glued cycle we know its concentration (the sum of all concentrations) and can find the stationary distribution, then if there remain some vertices that are glued cycles we find distribution of concentrations in these cycles, etc. At the end of this process we find all stationary concentrations with high accuracy, with probability close to one. [Pg.137]


See other pages where Gluing cycles is mentioned: [Pg.141]    [Pg.220]    [Pg.141]    [Pg.220]    [Pg.11]    [Pg.1064]    [Pg.1088]    [Pg.1088]    [Pg.399]    [Pg.199]    [Pg.22]    [Pg.433]    [Pg.143]    [Pg.234]    [Pg.127]    [Pg.548]    [Pg.304]    [Pg.239]    [Pg.221]    [Pg.122]    [Pg.122]    [Pg.169]    [Pg.68]    [Pg.178]    [Pg.328]    [Pg.49]    [Pg.403]    [Pg.508]    [Pg.161]    [Pg.137]    [Pg.137]   
See also in sourсe #XX -- [ Pg.109 , Pg.136 , Pg.137 , Pg.138 , Pg.139 , Pg.140 , Pg.141 , Pg.142 , Pg.143 , Pg.144 , Pg.145 , Pg.146 , Pg.147 , Pg.148 , Pg.149 , Pg.150 , Pg.151 , Pg.152 , Pg.155 , Pg.164 , Pg.173 ]




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Gluing

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