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1 ces mixtures of Mn(3+) and Mn(4+) and charge degree of freedom.
2 uency and subsequently determined the proper degree of freedom.
3 by introducing the naturally long-lived spin degree of freedom.
4 entanglement to the orbital angular momentum degree of freedom.
5 erties, for example, stiffness, as a tunable degree of freedom.
6 tical phenomena, anharmonicity, and the spin degree of freedom.
7 ir equilibrium counterparts with identical 5 degrees of freedom.
8 ting of material properties through external degrees of freedom.
9 quantum frustration between spin and orbital degrees of freedom.
10 is low rank, i.e. has only a small number of degrees of freedom.
11 en atomic-structure, electronic and magnetic degrees of freedom.
12 plings between the electronic and structural degrees of freedom.
13 , and the large number of quantum-mechanical degrees of freedom.
14  between magnetic, structural and electronic degrees of freedom.
15 fy the interplay of charge, spin and orbital degrees of freedom.
16 s possibly between multiple internal quantum degrees of freedom.
17 classical models with discrete or continuous degrees of freedom.
18 peak that accounts for 30% of the total spin degrees of freedom.
19 ons between the translational and rotational degrees of freedom.
20 ls by perturbing the underlying, intertwined degrees of freedom.
21 for changes in ligand rigid-body and torsion degrees of freedom.
22 cies and/or particles with multiple internal degrees of freedom.
23       Octopus arms have essentially infinite degrees of freedom.
24 ction additionally locks the valley and spin degrees of freedom.
25 enced by a complex interplay between various degrees of freedom.
26 um dynamics of the electronic and oscillator degrees of freedom.
27 from the interplay between spin and motional degrees of freedom.
28 ing a phenomenological potential in just two degrees of freedom.
29 has formed, can be defined by six rotational degrees of freedom.
30  selectively convert light energy into other degrees of freedom.
31 p to 70% of this energy to activate internal degrees of freedom.
32 olving electromagnetic, mechanical, and spin degrees of freedom.
33 teraction between the lattice and electronic degrees of freedom.
34 e photons are indistinguishable in all their degrees of freedom.
35 described according to only three structural degrees of freedom.
36 atoms as rigid bodies and rotatable bonds as degrees of freedom.
37 ntum phases that naturally entangle multiple degrees of freedom.
38  to the interplay between charge and lattice degrees of freedom.
39 trong coupling of electronic and vibrational degrees of freedom.
40 ably, these tests required movements along 3 degrees of freedom.
41 , strong spin-orbit coupling and spin-valley degrees of freedom.
42 enable simultaneous monitoring of additional degrees of freedom.
43 nts, coupled to the membrane's compositional degrees of freedom.
44 ogenides possess coupling of spin and valley degrees of freedom.
45 ed polarisation and orbital angular momentum degrees of freedom.
46                  We applied four different 1-degree-of-freedom (1-df) tests corresponding to an addit
47 ks and 6 months compared with HealthWatch (F[degrees of freedom 2,640.1]=37.2, p<0.0001).
48  model as well as a genotypic model with two degree-of-freedom (2-df) that allows a more general cons
49 f correlating the electronic and vibrational degrees of freedom: 2D electronic-vibrational spectrosco
50  in-plane inversion asymmetry, an additional degree of freedom allowing spin manipulation can be indu
51 e circuit represents, in fact, an additional degree of freedom allowing the parties to convert, a pos
52 s were 'simplest' (there were relatively few degrees of freedom) along the neuron mode, while all M1
53 omponents to constrain motion along a single degree of freedom and demonstrate the ability to tune th
54  closely related to the exposure to solvent, degree of freedom and hydrophilicity.
55 on of the phase of the wave as an additional degree of freedom and lower footprint area compared to c
56 mentum (OAM) of photons offers an additional degree of freedom and topological protection from noise.
57 quantifying the translational and rotational degrees of freedom and by calculating the binding commit
58 ion depends on the nature of the interacting degrees of freedom and is higher than three for all mode
59                          The large number of degrees of freedom and lack of symmetry pose a challenge
60 -dependent energy distribution among various degrees of freedom and reveal the nature of and the impa
61 tic coupling between experimentally measured degrees of freedom and subunit rotation.
62 ceptual level of interactions between neural degrees of freedom and tasks constraints.
63 lows model-free quantitative analysis of the degrees of freedom and the energy landscape underlying c
64 nterface, which restrains the conformational degrees of freedom and the overall flexibility of the na
65  controlling molecular internal and external degrees of freedom and the resulting interaction process
66                                 It has seven degrees of freedom and therefore admits a large space of
67 l resolution would provide access to coupled degrees of freedom and ultrafast response functions on t
68 ing sets of primers for this method has many degrees of freedom and would benefit from an automated p
69 uire instruments but has a high cost in lost degrees of freedom) and full-system-estimation IV-SEM (v
70 esults offer a new way to control the valley degree of freedom, and may provide a means to realize ne
71 e influence of buoyancy, reduces the spatial degrees of freedom, and allows analysis of the patterns
72     The method introduced here delivers more degrees of freedom, and allows for encoding highly compl
73 ncluding low statistical power, researcher's degrees of freedom, and an emphasis on publishing surpri
74 erties are decoupled more thoroughly, or new degrees of freedom are added to the overall optimization
75 ough displacements of atoms whose electronic degrees of freedom are decoupled from the states at the
76 er tunneling and demonstrates that when some degrees of freedom are frozen out, phenomena that are dr
77 optimization problems with a large number of degrees of freedom are intractable by classical computer
78  Drude oscillator model, in which electronic degrees of freedom are modeled by charged particles atta
79  the DF theory to systems with orientational degrees of freedom as well as anisotropic attractive int
80 modes, spatial modes of light with entangled degrees of freedom, as a basis for encoding information.
81 tization of its translational and rotational degrees of freedom, as revealed by inelastic neutron sca
82               To take advantage of the extra degree of freedom associated with tilting we have perfor
83                               The additional degrees of freedom associated with the vibration and rot
84 n; the models differed in the number of FEs, degrees of freedom at the joint and bite point constrain
85 the information contained in the microscopic degrees of freedom available in a high-resolution image.
86 opose that multisite interactions reduce the degrees of freedom available to dynamic RING E3-E2 appro
87  a new environment where they have (a) lower degrees of freedom because they are fixed into position
88 y in formate perovskites of novel structural degrees of freedom beyond the familiar dipolar terms res
89  in the path where the enzyme has lost these degrees of freedom but not yet established extensive con
90 ate the potential applications of this novel degree of freedom by dynamically addressing the modulati
91 racy for performing tasks requiring multiple degrees of freedom by combination of two sequential low
92 The collective behavior of a large number of degrees of freedom can be often described by a handful o
93 econd optical pulses, electronic and lattice degrees of freedom can be transiently decoupled, giving
94 ish this, it is necessary to determine which degrees of freedom can unambiguously identify each trans
95 well as the quantum discord between distinct degrees of freedoms can be extracted from a small contro
96 est periodic origami pattern that yields one-degree-of-freedom collapsible structures-we show that sc
97 d entropic contributions of water and ligand degrees of freedom computed from the configurational ens
98 operating principle, scalability, and single-degree-of-freedom contractile actuation motions.
99  data reveal the crucial role of vibrational degrees of freedom coupled to electronic excitations tha
100     We study a system of [Formula: see text] degrees of freedom coupled via a smooth homogeneous Gaus
101                           Charge and orbital degrees of freedom determine properties of many material
102  the translational as well as the rotational degrees of freedom, determines the binding pathways and
103 action (likelihood ratio test (LRT) = 73.58, degrees of freedom (df) = 1, P = 4.83 x 10(-18)), which
104 om 3.69 +/- 2.06 days to 3.47 +/- 1.61 days, Degrees of freedom (df) = 2960, Student's t (t) = 3.2 (P
105 n were more likely to report pain (t = 4.13; degrees of freedom (df), 177; P < 0.001) and visual sens
106          Materials with interacting magnetic degrees of freedom display a rich variety of magnetic be
107 honeycomb lattice structure possess a valley degree of freedom (DOF) in addition to charge and spin.
108                  By accessing the extra spin degree of freedom (DOF) in electronics, spintronics allo
109  focused on the control of the electron spin degree of freedom (DOF) in materials such as multiferroi
110 us quantum computations only take use of one degree of freedom (DoF) of photons.
111  square twist, whose crease pattern has zero degrees of freedom (DOF) and therefore should not be fol
112  because of the virtually infinite number of degrees of freedom (DOFs) [1, 2].
113 coherence of an optical beam having multiple degrees of freedom (DoFs) is described by a coherency ma
114 inement technique is applied to decrease the Degrees-of-Freedom (DoFs) and computational requirements
115 mate interplay of orbital, spin, and lattice degrees of freedom, dramatically affecting their low-ene
116 ringing about a gradual buildup of kinematic degrees of freedom during the transition from immobility
117 ring landing and falling maneuvers with a 52-degree-of-freedom dynamical model of a bat to show that
118 ystems, out of a large number of interacting degrees of freedom emerge weakly coupled quasiparticles
119 red state, in which emergent magnetic charge degrees of freedom exhibit three-dimensional order while
120 n liquid with defect-induced frozen magnetic degrees of freedom.Experimental studies of frustrated sp
121 how that such structures offer an additional degree of freedom for adjusting optical properties with
122 larization has not been fully exploited as a degree of freedom for integrated nonlinear devices.
123      Structured light provides an additional degree of freedom for modern optics and practical applic
124 interface dipoles is a relatively unexplored degree of freedom for perovskite oxides, which should be
125 f OAM, would provide an additional quantized degree of freedom for such studies.
126 otropic nanostructures provide an additional degree of freedom for tailoring the collective propertie
127 alk, may act as a leash to provide the right degree of freedom for the heads of individual tetramers
128 ations and wavelengths, providing additional degrees of freedom for agile polarization conversion in
129 the drug within the binding sites, where the degrees of freedom for conformational relaxation are res
130 edness dependent EIT effect may provide more degrees of freedom for designing circular polarization b
131 ves charge transport by providing additional degrees of freedom for electron transfer.
132             The threads in COF-505 have many degrees of freedom for enormous deviations to take place
133 action of two high intensity beams opens new degrees of freedom for manipulating electromagnetic wave
134 metal and metal oxide may provide additional degrees of freedom for post-fabrication control of prope
135 mic contributions of the different molecular degrees of freedom for the binding of propane and methan
136 h to explore the interplay between molecular degrees of freedom, framework topology, and supramolecul
137 d, but distinguishing this as an independent degree of freedom from magnetic and structural orders is
138 information about the nuclear and electronic degrees of freedom from an element-specific point of vie
139 gs between charge, spin, lattice, or orbital degrees of freedom, giving rise to remarkable phenomena
140 ive power provide insight into the essential degrees of freedom governing auditory cortical function.
141                                     This new degree of freedom has enabled reaching unprecedented CHF
142 e interplay between spin, charge and orbital degrees of freedom has led to the development of spintro
143               The elimination of unnecessary degrees of freedom has opened up large-scale simulations
144        In silicon, valley states represent a degree of freedom in addition to spin and charge.
145       Our results demonstrate the control of degree of freedom in bilayer with magnetic field, which
146     These results represent a completely new degree of freedom in current induced control of a ferrom
147       The least studied and least understood degree of freedom in echolocation is emission beamformin
148 ingle-wall carbon nanotubes, which exhibit a degree of freedom in handedness and a multitude of helic
149                                   The valley degree of freedom in layered transition-metal dichalcoge
150                                     The spin degree of freedom in magnetic devices has been discussed
151 s of direct imaging of the valley pseudospin degree of freedom in monolayer transition metal dichalco
152 al propagation, allow us to exploit the spin degree of freedom in plasmonics.
153 s a powerful tool for engineering the charge degree of freedom in strongly correlated materials, whic
154           By encoding the electronic orbital degree of freedom in two clock states while keeping the
155 sents a promising way towards using the spin degree of freedom in very fast, low-power electronic dev
156 nteraction between electron spin and orbital degrees of freedom in 5d oxides can lead to exotic elect
157 d to identify the mechanochemically relevant degrees of freedom in a deformed molecule, and spotlight
158    Here we propose a method that reduces the degrees of freedom in a stepwise manner and leads to a d
159  computing based on manipulation of electron degrees of freedom in a well-characterized environment.
160 tematically probe the impact of the internal degrees of freedom in each amino acid residue of VVD on
161 rticles can in turn interact with electronic degrees of freedom in graphene, including the collective
162 not yet true in photonics, where the limited degrees of freedom in material design combined with the
163 theories, but the vibrational and rotational degrees of freedom in molecules pose a challenge for con
164 uctures satisfy these constraints, but extra degrees of freedom in structures with three or more diff
165 petition between charge, orbital and lattice degrees of freedom in superlattices of alternating lead
166 evance of energy dissipation into electronic degrees of freedom in surface chemistry.
167 om spatially inhomogeneous coupling to other degrees of freedom in the macromolecule.
168 standing the mechanisms that reduce the many degrees of freedom in the musculoskeletal system remains
169 lity unfold by progressive addition of these degrees of freedom in the opposite order.
170 s that both the participation of the protein degrees of freedom in the reaction coordinate and the er
171                                The number of degrees of freedom in the system was reduced by assuming
172 terplay of charge, spin, orbital and lattice degrees of freedom in this system.
173        Hexagonal manganites provide an extra degree of freedom: in these materials, both ferroelectri
174 , which usually involves cooperation of many degrees of freedom including orbitals, fluctuating local
175 Entanglement, determined by spin and orbital degrees of freedom, increases with increasing valence bo
176                    Pseudospin, an additional degree of freedom inherent in graphene, plays a key role
177 s often based on the paradigm that different degrees of freedom interact on different timescales.
178 hich signifies liberation of manifold frozen degrees of freedom involved in maintaining the conformat
179 superlattices assembled only with DNA, a new degree of freedom is introduced, providing programmed re
180  both speed and efficiency because one fewer degree of freedom is used.
181 elieved to depend on the orbital or the spin degrees of freedom, is challenging because nematic order
182 entional optical waveguides due to the extra degree of freedom it offers in tuning a few important wa
183 are characterized by valley and spin quantum degrees of freedom, making it possible to explore new ph
184                     Integration of all three degrees of freedom-mechanical, optical and microwave-wou
185 th simulated neuroprosthetic control of a 26 degree-of-freedom model of an arm, a sophisticated and r
186 MoTe2 bilayers, as a result of an additional degree of freedom, namely the layer pseudospin, and spin
187 c polymer chains in which the key structural degrees of freedom-namely, the relative vertical shifts
188 dynamic gain of an analytically solvable two-degree of freedom neuron model.
189 the intriguing interplay between the various degrees of freedom now resolved on the atomic level.
190                         The reduced motional degrees of freedom obtained with this coordinative align
191                          Control of the spin degree of freedom of an electron has brought about a new
192 nsity of compact optical components from the degree of freedom of angle.
193                                   The valley degree of freedom of electrons in solids has been propos
194 are finely engineered through modulating the degree of freedom of the imidazole site as well as tunin
195  Hence, the strong hydrogen bond reduces the degree of freedom of the substrate and acts as a structu
196 e conformational space, which represents all degrees of freedom of a specified segment of protein cha
197 echanics, photons interact with the motional degrees of freedom of an optical resonator, for example,
198                    Control over the motional degrees of freedom of atoms, ions, and molecules in a fi
199  concurrently probe spin and orbital/lattice degrees of freedom of Ba2NaOsO6 provide such tests.
200              The electronic and nuclear spin degrees of freedom of donor impurities in silicon form u
201 considerable interest in exploiting the spin degrees of freedom of electrons for potential informatio
202  channels, selection of spatial channels and degrees of freedom of entanglement should be carefully c
203 es may be a useful strategy for reducing the degrees of freedom of flexible chains, enabling them to
204 ing the large conformational search space of degrees of freedom of ligands, amino acid side chains, a
205     Encoding information in high-dimensional degrees of freedom of photons has led to new avenues in
206 educe the geometric complexity and number of degrees of freedom of proteins, while element specific p
207 uggested by some experiments, the rotational degrees of freedom of spherical colloids are typically n
208 ating a helical flagellum and the rotational degrees of freedom of the cell body and flagellum, and w
209 t reliable values that consider all internal degrees of freedom of the collision complex have only be
210  to the loss of translational and rotational degrees of freedom of the dissolved enzyme.
211 at is, postselected measurements on specific degrees of freedom of the environment of the two-path st
212 ion on the structural integrity and internal degrees of freedom of the enzyme.
213 to one of the seventeen 2D layer groups, the degrees of freedom of the lattice are sampled to identif
214 rthermore illustrate how the charge and spin degrees of freedom of the minimal DQD may be used to obt
215 een the electronic state and the vibrational degrees of freedom of the probe ion.
216   This process reduces responses at multiple degrees of freedom of the probe to relatively few parame
217 e evolution of the electronic and structural degrees of freedom of these systems on the time scales o
218 dynamics architectures to study the internal degrees of freedom of this many-body phenomenon.
219 that exploits both the internal and motional degrees of freedom of trapped ions for solving problems
220 e control over all the internal and external degrees of freedom of two laser-cooled (87)Rb atoms trap
221 he coupling of radiation energy to selective degrees of freedom offers contact-free tuning of functio
222 r equations of hydrodynamics with rotational degrees of freedom, once linearized around a non-equilib
223 ectronic energy that is transferred to other degrees of freedom only at later times.
224 sly with their environment via non-commuting degrees of freedom, our work offers a way to study how n
225 hanced coherences in low-frequency torsional degrees of freedom over the fingerprint region and almos
226 ort, superconductivity etc.), the spin-state degree of freedom plays a fundamental role.
227  orbital angular momentum and radial profile degrees of freedom possessed by a photon pair.
228 idual control of the electronic and motional degrees of freedom, preparation of a fiducial initial st
229                              By changing the degrees of freedom, protonation further affects the ther
230 terplay of spin, charge, orbital and lattice degrees of freedom provides a plethora of exotic phases
231 s have been achieved using the electron spin degree of freedom, realizing a robust CNOT gate has been
232  structurally disordered landscape, the spin degree of freedom remains a robust quantity in organic s
233 ent, but observation of nonlinear mechanical degrees-of-freedom remains outstanding.
234 sition metal dichalcogenides provide further degrees of freedom requisite for information processing
235 c spectrum, where a rich variety of material degrees of freedom reside, remains an experimental chall
236 l microbalance (QCM) substrate to form a two-degree- of-freedom resonance system (QCM-P).
237 symmetry-breaking within the spin and valley degrees of freedom, resulting in quantum Hall effect (QH
238 ng between lattice, charge, orbital and spin degrees of freedom results in simultaneous ordering of m
239 utated monkeys exposed to control a multiple-degree-of-freedom robot arm.
240 lking direction and trunk orientation as the degrees of freedom shaping this behavior; and cocaine as
241 rable fluctuations of these hitherto unknown degrees of freedom show that the assumptions of universa
242 e vastly expanded by exploiting its multiple degrees of freedom: spatial, temporal, and polarization.
243  such as manipulation and control of quantum degrees of freedom (spin and pseudospin), confinement of
244 terials have until now been limited to three degrees of freedom: spin, path and energy.
245                     The Ising model-in which degrees of freedom (spins) are binary valued (up/down)-i
246  However, it is possible to probe additional degrees of freedom such as magnetic fluctuations that ar
247 ides the coupling of quasiparticles to other degrees of freedom such as spin and lattice plays critic
248  conductance, which generally involves other degrees of freedom such as spin.
249 ng technologies based on the electron's spin degree of freedom, such as spintronics and magnonics.
250               The role of internal molecular degrees of freedom, such as rotation, has scarcely been
251 rn) that enables complex behaviors in a high-degree-of-freedom system to emerge from relatively simpl
252 ch particle, and the entire frictional, many-degrees-of-freedom system, organizes itself into a limit
253 , the many-body states possess a pseudo-spin degree of freedom that corresponds with the two direct-g
254                   The valley pseudospin is a degree of freedom that emerges in atomically thin two-di
255 te of photons offer an attractive additional degree of freedom that has found a variety of applicatio
256                           Electron valley, a degree of freedom that is analogous to spin, can lead to
257 interacting quantum coherent spin and charge degrees of freedom that allow all-electrical initializat
258  physical systems, including those with many degrees of freedom that are otherwise computationally in
259 formed of different species introduces extra degrees of freedom that can be exploited to expand and r
260 r dynamics, but are limited by the number of degrees of freedom that can be followed at one time.
261 teractions between structural and electronic degrees of freedom that lead to complex and interesting
262 sh the concept of the density of the optical degrees of freedom that may be applied to any photonics
263  composite (MSMPMC) actuator having multiple degrees-of-freedom that demonstrates high maneuverabilit
264 hexagonal lattices provides a new electronic degree of freedom, the manipulation of which can potenti
265 tween Jahn-Teller distortions and electronic degrees of freedom, the electric field control of Jahn-T
266  that for a sensorimotor task with redundant degrees of freedom, the nervous system learns the geomet
267 structure of these substrates introduces new degrees of freedom: the tethers can diffuse and rearrang
268 nmental changes to changes of their internal degrees of freedom, they can be regarded as computationa
269 uivalent electron pockets, offering a valley degree of freedom to charge carriers.
270   This waveform selectivity gives us another degree of freedom to control electromagnetic waves in va
271  were thus expected to give us an additional degree of freedom to control electromagnetic waves.
272 engineered pore structures add an additional degree of freedom to create advanced membranes by provid
273 ly in antiferromagnets, give rise to a novel degree of freedom to encode and process information.
274 anodiamond cluster results in cooling of one degree of freedom to less than 1 K.
275 ency range can be simply optimized with high degree of freedom to satisfy various application require
276                        Exploiting the valley degree of freedom to store and manipulate information pr
277 ile on the top-most layer adds an additional degree of freedom to the phase matching conditions for B
278 ibes the slow evolution of systems with many degrees of freedom to equilibrium via numerous weak non-
279 ge number of simulations under various joint degrees of freedom to investigate how the locomotory rep
280 t fields in both space and time provides new degrees of freedom to manipulate light-matter interactio
281 epitaxial device structure offers additional degrees of freedom to select for optimal material proper
282 ehaviour of the translational and rotational degrees of freedom under inversion.
283                              Recently, a new degree of freedom, valley, has been demonstrated in two-
284         Such OAM is a completely independent degree of freedom which can be readily integrated with o
285  the number of components would increase the degree of freedom which can provide more flexibility in
286 can be aggregated into systems with multiple degrees of freedom, which are able to produce controllab
287 ity, memory, and potentially infinitely many degrees of freedom, which are often difficult to control
288 hat the transformable metamaterial has three degrees of freedom, which can be actively deformed into
289 -optical devices using the photon's internal degrees of freedom, which form photonic crystals in such
290  electronic property, the walls own internal degrees of freedom, which is potentially related to the
291 ons have largely focused on heating of ionic degrees of freedom, while heating of the electrons has b
292 een them often involve coupling between many degrees of freedom whose entanglement convolutes underst
293 teractions of biomolecules involving bosonic degrees of freedom with a digital-analog approach.
294 rate p-wave interactions by coupling orbital degrees of freedom with strong s-wave interactions.
295 ing between electronic, magnetic and orbital degrees of freedom with the crystal structure across the
296 ial and engineered nanostructures expand the degrees of freedom with which one can manipulate the int
297                              Due to the many degrees of freedom within even short peptides, the desig
298  quantify such timing correlations among the degrees of freedom within proteins.
299 demands broader utilization of the available degrees of freedom within the optical field.
300 in folding involves complex dynamics in many degrees of freedom, yet microsecond folding experiments

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