Figure 2 Sample Clauses

Figure 2. The lower two bands from Fig. 2.2 in the Nambu-Gorkov convention (with parameters qµ = 4.5, zw = 1, mΨ = 1). (b): Energy spectrum for constant gauge field qA0 = qµ = 4.5 and linear fixed scalar profile φ(z) = z at η5 = 0.25 (zw = 1, mΨ = 1). The spectrum is gapped at the Fermi surface. We determine the Green’s function by spectral decomposition. For this we solve the Dirac eigenvalue problem in presence of both the (back- reacted) scalar and gauge field H(i→k, z)χ→k,n(z) = ω→k,nχ→k,n(z). (2.21)

Figure 2. Scatter plot describing the relationship between depressive symptoms (CESD score) and perceived social support (MOS-SSS) among HIV positive individuals obtaining anal cancer screening at Xxxxx De Xxxx Center Atlanta, GA 28 Figure 3. Scatterplots with regression line between depressive symptoms (CESD score) and Affectionate social support among HIV positive individuals obtaining anal cancer screening at Xxxxx De Xxxx Center Atlanta, GA 29 Figure 4. Scatterplots with regression line between depressive symptoms and tangible social support among HIV positive individuals obtaining anal cancer screening at Xxxxx De Xxxx Center Atlanta, GA. ................................................................................................................................................................... 30 Figure 5. Scatterplots with regression line between depressive symptoms and Emotional and informational social support among HIV positive individuals obtaining anal cancer screening at Xxxxx De Xxxx Center Atlanta, GA 31 Figure 5. Scatterplots with regression line between depressive symptoms and positive social interaction social support among HIV positive individuals obtaining anal cancer screening at Xxxxx De Xxxx Center Atlanta, GA 32 Figure 6. Scatterplots with regression line between depressive symptoms (CESD score) and smoking status among HIV positive individuals obtaining anal cancer screening at Xxxxx De Xxxx Center Atlanta, GA. ................................................................................................................................................................... 33

Figure 2. Evolution of cysts from epithelial cells of the renal tubules. Cystic kidneys (left), result from the growth of multiple fluid-filled cysts that originate in the renal tubules (middle) and continue developing through different pathophysiological mechanisms (right). Cysts evolve from individual cells ultimately leading to the development of blister-like structures. Once the cysts separate from the nephron that originated them, their collective effect leads to the displacement of the normal renal parenchyma and the formation of a cyst-filled kidney with reduced functional capacity. Figure modified from Xxxxxx G, et al., 2013 [38].

Figure 2. 2 illustrates the existing land uses within the Assessment Area for both PDAs and supporting infrastructures.

Figure 2. A. EPR absorption spectrum for a powder sample (i.e. all  and  orientations) of a Cu(II)-bis-cis imidazole complex (see chapter 5 for further details). B-F. EPR absorption spectra for a particular orientation of , at a fixed  value (  ⁰. The dotted line corresponds to the EPR absorption spectra at a particular  value, and the solid line is the EPR absorption line multiplied by sin, (to observe the angle weighting effect). The spectrum was collected at 120 K,

Figure 2. Example of Proposition AA Attribution to Construction Sign This Project was made possible in part by Proposition AA Vehicle Registration Fee funds

Figure 2. Same as Figure 1 but for the IPV SST patterns. From Xxxxxx et al. 2016a

Figure 2. (a) Coulomb staircase Ids-Vds characteristics in a Si NW SET, from 8K – 160K. Curves offset 0.1 nA per temperature step for clarity. (b) Coulomb staircase at 8 K, modulated by gate voltage Vgs. The temperature dependence of the Ids-Vds characteristics, from 8 K to 300 K, is shown in Figure 4, on log (a) and linear (b) scales. The Coulomb staircase persists up to ~220 K, beyond which it is thermally overcome. A low-current Coulomb blockade region is observed up to ~140 K. A maximum temperature for single-electron effects of ~200 K suggests an effective MTJ single-electron charging energy ~17 meV and capacitance ~5 aF. Room temperature operation requires a reduction of this to ~1 aF or less. (a) (b)

Figure 2. Quiver for (3, 2) case represented in ’triangular’ form. spondence results in the ’enhancement’ of the symmetry group 19: a pair of commuting Weyl groups A(1) × (1) is now embedded into larger

Figure 2. From: Xxxx et al. 2010. Sodium dichloroisocyanurate tablets for routine treatment of household water quality in periurban Ghana: a randomized controlled trial. Am J Trop Med Hyg. 2010 January; 82(1): 16–