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1 ilarity between their backbone atoms (0.96-A root mean square deviation).
2 nd recoverin in the absence of target (<1.8A root-mean-square deviation).
3 y has been reduced to less than 0.20 e rmsd (root-mean-square deviation).
4 NMR native structure to within 1A main-chain root mean square deviation.
5 nced by smaller temporal fluctuations in the root mean-square deviation.
6 -ray ligand positions within 2.0A heavy atom root-mean-square deviation.
7 8) stabilized by three structural zinc ions (root mean square deviation 0.30 +/- 0.04 A) along with a
8 imilar to that of the E. coli apical domain (root-mean-square deviation 0.45 A based on main-chain at
9 meric asymmetric unit of TM0322 exhibit high root mean square deviation (0.9 A) to each other as a co
10 class came despite nearly identical binding (root mean square deviation = 0.33 A) of these two compou
11                     Benchmarking resulted in root mean square deviation = 1.78 kcal/mol and slope of
12 egree of conservation with protein kinase A (root mean square deviation = 1.8 A), indicating common a
13 and looks similar to Ca(2+) saturated GCAP1 (root mean square deviations = 2.0 A).
14 e-resolution three-dimensional models (helix root-mean-squared deviation, 5.7 A) of an adenine ribosw
15                              The all-residue root mean square deviation about the average structure i
16 timized and extensible toolkit that supports Root Mean Square Deviation after optimal superposition (
17 d by the consensus chemical shift index, the root-mean-square deviation, amide 1H exchange rates and
18 component analysis, sequence alignments, and root mean-square deviation analysis corroborate the abov
19                  Least-squares minimization, root-mean-square deviation analysis, and inspection of t
20 s, inter-residue contacts, sequence entropy, root mean square deviation and secondary structure and d
21 ubspace of the normal-mode vectors and using root mean square deviation as a test of accuracy, we fin
22 yclic voltammogram, and reproducibility with root mean square deviation as low as 1.3%.
23 ds in the case of Cartesian coordinate-based root-mean-square deviation as well.
24 l (KcsA), corresponding to a range of 2-30 A root mean-square deviations away from the native structu
25 structure calculations, the overall backbone root-mean-square deviation (bbRMSD) was 1.01 +/- 0.13 A
26  structure quality measure of the coordinate root mean square deviation between a pair of structures
27 LC8 sequences show no identity, although the root mean square deviation between secondary structural
28         For individual subjects, the overall root mean square deviation between the model and DLW/DXA
29                                  The C-alpha root mean square deviations between a randomly chosen te
30                                     The mean root-mean-square deviation between equivalent C(alpha) a
31                                          The root-mean-square deviation between the theoretical and e
32 ough there was no apparent difference in the root-mean-square deviation between these two types of si
33 ious members of the ACAD family overlay with root-mean-square deviations between 1.7 and 3.1 A.
34  percent of the native contacts and that the root-mean-square deviations between contributing structu
35 thods are geometry based and make use of the root-mean-squared deviations between structures, while t
36 lution structure provided a approximately 3A root-mean-square deviation calculated from all the atoms
37 tory analysis capabilities including minimal root-mean-square-deviation calculations, secondary struc
38                           As judged from the root mean-square deviations combined with the detailed s
39 minates between models better than Cartesian root-mean-square deviation (cRMSD).
40  the native state in C(alpha) distance-based root-mean-square deviation (dRMS) and C(beta) dRMS sense
41             Recently, we used distance-based root-mean-square deviation (dRMS) to compare the native
42 ns, decoys with 1.7- to 4.0-A all-heavy-atom root mean-square deviations emerge as those with the low
43  x-ray crystal structure of Top7 is similar (root mean square deviation equals 1.2 angstroms) to the
44  accuracy, with r(2) > 0.98 in all cases and root mean square deviation errors of <90 mV (mean absolu
45 ogous proteins mostly differ by less than 1A root mean square deviation, even when the sequence simil
46  GMO content between two extraction methods, root mean square deviation for kit is 0.208 and for CTAB
47 le of 30 structures with an average backbone root mean square deviation for residues 7-22 of 0.18 A f
48                                  The overall root mean square deviation for the structure was 1.15 A
49 yielded full-atom models that have 0.7-1.8 A root mean square deviations for the backbone atoms relat
50                                          The root mean squared deviation for the backbone atoms of th
51 ype MnSOD are nearly superimposable with the root mean-square deviation for 198 alpha-carbon atoms at
52 eins have very similar 3D structures, with a root-mean-square deviation for backbone atoms of 0.65 +/
53                                          The root-mean-square deviation for structured regions of the
54 ts (Ser1-Asn11 and Asp99-Met102), the atomic root-mean-square deviation for the 20 conformers with re
55                    The experimental pairwise root-mean-square deviation for the measured 1JCalphaC' c
56 rgy conformers that differ in terms of their root-mean-square deviation, for a given radius of gyrati
57 ctive site in models having 3-4 A coordinate root mean square deviation from the native structure, a
58              For 20 computed structures, the root mean squared deviation from the average position of
59 n the aligned region of approximately 10% in root mean-square deviation from native over the initial
60 ies for selected point mutations, yielding a root-mean-square deviation from experimental results of
61  native-like topologies exhibit a coordinate root-mean-square deviation from native for the whole cha
62 mble native-like topologies whose coordinate root-mean-square deviation from native is between 3.0 A
63 f hydrogen bond constraints) with an average root-mean-square deviation from the mean coordinate posi
64 approach provides substantial improvement in root-mean-square deviation from the native structure ove
65 dues, a native-like structure, usually 4-6 A root-mean-square deviation from the native, is located.
66 ain is very stable: after 6 ns, the C(alpha) root-mean-square deviation from the starting structure i
67 Bond lengths and angles in the molecule have root-mean-square deviations from ideal values of 0.016 A
68 fuse with conformations exhibiting increased root-mean-square deviations from the experimental struct
69 in structure similarity is often measured by root mean squared deviation, global distance test score
70 y large conformational changes are observed (root mean square deviation &gt;3 angstroms), using up to 10
71           The final model shows on average a root mean-square deviation improvement of 1.3, 1.3, and
72 al solubility data with calculated ones with root mean square deviations in the range of (0.08-1.55)%
73 5, PX65, and PX85, but for PX75 and PX95 the root mean-square deviation in coordinates exhibits large
74                                          The root mean-square deviation in coordinates with respect t
75 e equilibrium structure at 300 K, denoted as root-mean-square deviation in coordinates (CRMSD).
76 d as fragments of 30 residues or more with a root-mean-square deviation in superimposed alpha carbons
77 t of the X-ray structure of native PPDK (the root-mean-square deviation is 2.2 A).
78 ural similarity of backbone atoms (2.5-3.1 A root mean square deviation) is unusually low for PBPs wi
79  low temperature simulations have a backbone root mean square deviation less than 2 A from the crysta
80 by using regression, root-mean-square error, root-mean-square deviation, Lin concordance correlation,
81  successfully predicts 42% of the cases with root mean square deviations lower than 1 A and 55% of th
82 ons lower than 1 A and 55% of the cases with root mean square deviations lower than 3 A.
83 ing functions range from 66% to 76% if using root-mean-square deviation &lt; or =2.0 A as the criterion.
84  kinked conformations enables generating low-root mean square deviation models, and since then, we ha
85 that small values correlate with geometrical root mean square deviations obtained from structural ali
86  conformation that is practically identical (root mean square deviation of 0.154 A) to the recently i
87 f the inhibitor-free recombinant PLA2 with a root mean square deviation of 0.32 A for all the backbon
88 NMR structures were determined to a backbone root mean square deviation of 0.46 A and a heavy atom ro
89  geometries converged to an average pairwise root mean square deviation of 0.49 A.
90 e than 100 measured pKa values and yielded a root mean square deviation of 0.5 between calculated and
91 21 is extremely well defined with a backbone root mean square deviation of 0.52 A, thus forming a stu
92  structures are very similar with an average root mean square deviation of 0.5A for the Calpha atoms.
93  square deviation of 0.46 A and a heavy atom root mean square deviation of 0.93 A.
94 ransmembrane domains are well modeled (i.e., root mean square deviation of 0.94 A), whereas the loops
95 cases the final structural models lie within root mean square deviation of 1 approximately 2 angstrom
96 ermediate structural order having a backbone root mean square deviation of 1.04 A.
97 olated domain 1 could be superimposed with a root mean square deviation of 1.36 A for all backbone at
98 8-mer complex was determined with a backbone root mean square deviation of 1.46 A.
99 ty lipoprotein receptor (LB5), with backbone root mean square deviation of 1.5 A.
100   The final ensemble has an average pairwise root mean square deviation of 1.50 +/- 0.19 A taken over
101 ture shows localized conformational changes (root mean square deviation of 1.63 A), and its active si
102 ructurally ill-defined with a large backbone root mean square deviation of 1.91 A.
103     The core residues (18-41) overlay with a root mean square deviation of 2.29 +/- 0.62 A.
104 displays a unique level of asymmetry, with a root mean square deviation of 3.5A between all Calpha po
105 iled-coil structures are within 1-A C(alpha) root mean square deviation of a Crick-ideal backbone.
106 cture for the mutant hairpin with an average root mean square deviation of approximately 0.7 A for al
107 ipulation induces a distortion with a fitted root mean square deviation of coordinates (ignoring reti
108 verall structures superpose very well with a root mean square deviation of less than 1.6 A.
109 f the mutant C61A-C104A, which deviates by a root mean square deviation of more than 2.2 A from wild-
110       The lowest free-energy structure had a root mean square deviation of only 0.15 nm from native x
111                                          The root mean square deviation of the 69 ordered residues in
112  by SOAP-Loop is 1.5 A, close to the average root mean square deviation of the best sampled conformat
113 n the PLOP benchmark, the average main-chain root mean square deviation of the best scored conformati
114                                          The root mean square deviation of the ensemble of 20 refined
115                                          The root mean square deviation of the ensemble of 20 refined
116                                          The root mean square deviation of the main chain atoms in th
117                                          The root mean square deviation of the polypeptide backbone i
118                                          The root mean square deviation of the protein from its start
119 lecular dynamics calculations converged with root mean square deviations of 0.8-1.2 A for the R(12,2)
120                                  The average root mean square deviations of 20 structures calculated
121 otinamide binding proteins overlap well with root mean squared deviations of main chain atoms ranging
122  detail and the overall protein folds with a root mean-square deviation of <10 A.
123 high-solution NMR structure, with a backbone root mean-square deviation of 1.72 A (2JST), and the NMR
124  to their native structures, with an average root mean-square deviation of 4.99 A compared to the 5.3
125 hat at least one of its members would have a root mean-square deviation of no more than R A from any
126 (wt >/= 3)(cov) > 1.0 and > 0.4, the average root mean-square deviation of TASSER_WT (TASSER_2.0) mod
127 chain the set contains a conformation with a root mean-square deviation of, at most, R from the optim
128 enerated high-quality structural models with root mean-squared deviation of 1 approximately 3 A from
129 s true to the crystal form with a heavy atom root mean-squared deviation of 2 A.
130 mmetric unit with good stereochemistry and a root-mean-square deviation of 0.009 A and 1.63 from idea
131  forms of the enzyme are superimposed with a root-mean-square deviation of 0.36 A.
132 restraints and resulted in structures with a root-mean-square deviation of 0.40 +/- 0.05 A for backbo
133 ensemble has an average-to-the-mean backbone root-mean-square deviation of 0.50 A for the core four-h
134 is very similar to the NMR structure, with a root-mean-square deviation of 0.55 A for the main-chain
135 imer had favorable Ramachandran angles and a root-mean-square deviation of 0.59 +/- 0.13 A over super
136 ture for the loop-loop helix with an average root-mean-square deviation of 0.83 (+/-0.10) A for 33 co
137  Ca(2+)-loaded structure as evidenced by the root-mean-square deviation of 0.94 A for all backbone at
138 tures exhibited an average pairwise C(alpha) root-mean-square deviation of 0.98 A, and their stereoch
139 rmediates to within a defined limit--here, a root-mean-square deviation of 1 A.
140 but also for the absolute ones, which have a root-mean-square deviation of 1.0 kcal/mol (the maximum
141 y determined x-ray structure of HH26, with a root-mean-square deviation of 1.03 A.
142 hes the computational model, with a backbone root-mean-square deviation of 1.1 A.
143 stal structure of the Gln-GlnBP complex with root-mean-square deviation of 1.29 A.
144 ned solution structure, with a mean pairwise root-mean-square deviation of 1.33 A over the backbone h
145 ith the X-ray structure with a backbone atom root-mean-square deviation of 1.8 A.
146 ase (HPPD) in its closed conformation with a root-mean-square deviation of 1.85 A.
147                                            A root-mean-square deviation of 3.78 angstrom is observed
148 ith the native-state topology and an average root-mean-square deviation of 6 A from the native struct
149 ocrystalline ubiquitin has been refined to a root-mean-square deviation of about 1 A.
150 an 125 amino acids regularly have a backbone root-mean-square deviation of better than 5.0 A.
151  rigid body superposition that minimizes the root-mean-square deviation of C(alpha) atoms.
152 ured 2,3 A resolution crystal (structure the root-mean-square deviation of the 54 C(alpha) around the
153                                  The average root-mean-square deviation of the backbone atoms for the
154                                   The global root-mean-square deviation of the backbone atoms relativ
155                                          The root-mean-square deviation of the coordinates for the en
156                                          The root-mean-square deviation of the ensemble of 25 refined
157                                          The root-mean-square deviation of the ensemble of 28 refined
158                                 The backbone root-mean-square deviation of the ensemble of the calcul
159 TRV was quantified as 1.96 multiplied by the root-mean-square deviation of the fractional paired diff
160                                 The C(alpha) root-mean-square deviation of the model based on the rem
161 tional restraining potential is based on the root-mean-square deviation of the peptide coordinates re
162 ree of structural disruption, as measured by root-mean-square deviation of the predicted backbone str
163 semble of 19 rMD geometries showing pairwise root-mean-square deviations of <1.05 A.
164 ee R-factor of 28.3%, and good geometry with root-mean-square deviations of 0.013 A and 2.1 degrees f
165                            The structure has root-mean-square deviations of 0.013 A from "ideal" bond
166 nts of variation < 1.0% and isotopic pattern root-mean-square deviations of 0.5-1.5%) while demonstra
167 cted structures, judged by comparison of the root-mean-square deviations of a room temperature ensemb
168                                   The lowest root-mean-square deviations of backbone atoms from the e
169                  The average of the pairwise root-mean-square deviations of individual NMR conformers
170  high-quality structures, which had backbone root-mean-square deviations of less than 0.4 A.
171 ctures were of high quality and had backbone root-mean-square deviations of less than 0.5 A.
172 arkably similar and can be superimposed with root-mean-square deviations of not greater than 0.24 A.
173                  The average of the pairwise root-mean-square deviations of the individual NMR confor
174 gned sequences can be folded with an average root-mean-square-deviation of 2.1 A to the target.
175  corresponding subunit of wild-type enolase (root-mean-squared deviation of 0.23 A).
176 nd structures that differ by a C(alpha)-atom root-mean-squared deviation of 7.1A.
177                                          The root-mean-squared deviations of the atoms lining the poc
178  of bound DNA was evaluated by calculating a root-mean-square deviation on fitting to a canonical B-D
179   The accuracy of a match is measured by the root-mean-square deviation or by the normal weight with
180 he A and B forms of DNA agreed to a pairwise root mean square deviation (r.m.s.d.) of 1.04 +/- 0.3 A
181 are rebuilt and their fit is assessed by the root mean square deviation (r.m.s.d.) of stem regions an
182 framework where their fit is assessed by the root mean square deviation (r.m.s.d.) of stem regions an
183 rises two beta-grasp folds having main chain root mean square deviation (r.m.s.d.) values from ubiqui
184    The 22 nucleotide RNA solution structure [root mean squared deviation (r.m.s.d.) = 1.2 A] was dete
185 e ensemble of 30 calculated structures has a root-mean-square deviation (r.m.s.d.) of 0.9 A, about th
186                           The average of the root-mean-square deviations (r.m.s.d.) of the individual
187  close agreement with the design models with root mean square deviations ranging from 0.7 to 2.5 A.
188 he N- and C-terminal segments exhibit higher root mean square deviations, reflecting more flexibility
189 rced by a restraining potential based on the root mean-square deviation relative to the bound state c
190 a noticeable decrease in backbone coordinate root-mean-square deviation relative to the X-ray structu
191 s relative to the equatorial domain, and the root-mean-squared deviation relative to the r('') confor
192 es, resulting in an r(2) value of 0.70 and a root-mean-square deviation (rms) of 0.53 kcal/mol.
193                                     A simple root mean square deviation (RMSD) alignment of two diffe
194 for the chin was measured and reported using root mean square deviation (RMSD) and the Bland-Altman m
195                                      Initial root mean square deviation (RMSD) between the open and c
196 rently used in literature suffer from uneven root mean square deviation (RMSD) distribution with bias
197                       Employing the relative root mean square deviation (RMSD) from native enables th
198 these methods yield models with at least 6 A root mean square deviation (RMSD) from the native struct
199  the experimental structure, with an average root mean square deviation (RMSD) of 2.2 A for the trans
200 l targets, MEDELLER gave an average backbone root mean square deviation (RMSD) of 2.62 A versus 3.16
201  precisely defined structure with an average root mean square deviation (RMSD) of approximately 1.2 A
202 lues and also reduces the overall side-chain root mean square deviation (rmsd) of the final model.
203                         The average pairwise root mean square deviation (RMSD) over all 20 structures
204 rrelation for 30 x 60,000 decoys between the root mean square deviation (RMSD) to native and energies
205 xist even in the decoys with a large overall root mean square deviation (RMSD) to the native.
206 d protein exhibits sub-A agreement [backbone root mean square deviation (rmsd)] with the computationa
207 tures using an algorithm that calculated the root mean squared deviation (rmsd) for the optimal super
208       Using standard benchmarks, the average root mean squared deviation (RMSD) is 0.8 and 1.4 A for
209                                          The root mean squared deviation (RMSD) of the mean structure
210 es such as the correlation between score and root mean squared deviation (RMSD) to the native.
211 llowed side-chain flexibility and achieved a root mean-square deviation (RMSD) of 0.83 from experimen
212 ltidimensional scaling (MDS) of the pairwise root mean-squared deviation (RMSD) matrix of the conform
213 rally fall within 4 A of the native backbone root-mean square deviation (RMSD), despite the initial c
214 sual superposition, Levenshtein distance and root-mean-square deviation (RMSD) and are reasonably con
215 HDR of [ARAC] are similar to those in [OKA] (root-mean-square deviation (rmsd) approximately 0.8, 1.7
216                                   A weighted root-mean-square deviation (RMSD) between equivalenced g
217                                          The root-mean-square deviation (RMSd) between the two NMR st
218          Removing rotation by minimizing the root-mean-square deviation (RMSD) for the entire system
219                         The overall backbone root-mean-square deviation (rmsd) for the structured por
220 023 (75%) proteins were folded to a C(alpha) root-mean-square deviation (RMSD) from native <6.5 A in
221 eproducibly obtained with a C alpha-backbone root-mean-square deviation (RMSD) from native of about 4
222 ues are within 0.6 ppm of experiment, with a root-mean-square deviation (RMSD) of 0.3 ppm.
223 le of 20 structures generated has an average root-mean-square deviation (RMSD) of 0.62 +/- 0.08 A for
224 n (residues 125-228), with a backbone atomic root-mean-square deviation (RMSD) of 0.67 A, consisting
225 E and dihedral restraints exhibit a backbone root-mean-square deviation (rmsd) of 0.77 A.
226                                          The root-mean-square deviation (rmsd) of 53 individual struc
227 fits were evaluated by the comparison of the root-mean-square deviation (rmsd) of calculated and meas
228  our threading program, PROSPECTOR_3, have a root-mean-square deviation (RMSD) to native < 6.5 angstr
229 e predicted within a factor of 6 (10 (0.78)) root-mean-square deviation (rmsd) using the CHARMM22 ele
230 highest scoring docked pose was within 2.5 A root-mean-square deviation (rmsd), with over 90% of the
231                           Boltzmann-averaged root-mean-square deviations (RMSD) for all of the backbo
232 milar to those of native insulin (main-chain root-mean-square deviations (RMSD) of 0.45 and 0.54 A, r
233                                 The pairwise root-mean-square deviations (RMSD) of backbone N, Calpha
234                                          The root-mean-square-deviation (RMSD) after optimal superpos
235 ed from their respective binding sites using root-mean-squared deviation (rmsd) criteria.
236 deterioration of fit quality (as measured by root mean square deviation [RMSD] and residuals bitmap i
237  the molecules resemble one another closely (root mean square deviation [RMSD] C(alpha) = 1.5 A).
238 rated model closely matched (2.72-A C(alpha) root mean square deviation [RMSD]) the high-resolution (
239 n a two-dimensional(2D) plot upon structural root-mean-square deviations(RMSD) from either Dark or Li
240 nd close structural analogs, with an average root mean square deviation, RMSD, of 3 A and 87% alignme
241 nal states by clustering the models with low root-mean-square deviations (RMSDs).
242 gh-quality CDR H3 loops, the average minimum root mean square deviation sampled is 0.93 A, compared w
243  ICH is similar to human DJ-1 (1.6 A C-alpha root mean square deviation), structural differences in t
244                                   The 0.87-A root mean square deviation structure revealed a four-str
245      We exploit redundancy in PDB and, using root-mean-square deviation, study the conformational het
246  in Elk have significantly higher main-chain root-mean-square deviations than their counterparts in S
247        For example, helix A has much smaller root-mean-squared deviations than does helix D.
248 high-resolution structure, with the backbone root mean square deviation to the geometric average of t
249 formers representing the structure exhibit a root mean square deviation to the mean structure of 0.53
250  has been determined to high precision, with root mean square deviations to the mean structure of 0.3
251 ng a successful prediction as a model with a root mean-square deviation to native <6.5 A, the success
252 ial best template structures have an average root mean-square deviation to native of 5.3, 6.7, and 7.
253 e the CDR H1 and H2 loops exhibited a median root-mean-square deviation to natives of 3.1 and 1.5 A,
254 16, and 16-24 residue H3 loops with a median root-mean-square deviation to natives of 5.7, 4.5, and 6
255  for members of three families are within 1A root-mean-square deviation to the design models.
256  The resulting 20 conformers have an average root-mean-square deviation value relative to the mean co
257 mitochondrial matrix are less certain (i.e., root mean square deviation values of 0.72-2.06 A).
258                                          The root-mean-square deviation values for the 20 final struc
259 tting these regions from the comparison, the root mean squared deviation was 0.61 A (sigma = 0.13) fo
260 ates in the denatured state, pairwise Calpha root-mean-square deviations were measured between all st
261 refined structures was monitored by pairwise root-mean-square deviations which were <1.2 A; accuracy
262 refined structures was monitored by pairwise root mean square deviations. which were < 1.5 A; accurac
263 tingly, providing on-the-fly feedback of the root mean square deviation with respect to the experimen
264 rge toward the native structure within 1-3 A root mean-square deviations with minimal computational c
265      The method achieves high accuracy, with root mean square deviations within 0.3 pH unit of the ex

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