Results 251 to 260 of about 32,545 (270)

Tissue Engineered Elastic Cartilage-Mimetic Auricular Grafts for Ear Reconstruction

Fisch P, Kessler S, Ponta S, Puiggalí-Jou A, Lyu G, Flégeau K, Martyts A, Roth F, Fercher D, Rijli FM, Simmen D, Olivares EN, Linder T, Zenobi-Wong M.   +13 more
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Waveform distortion for temperature compensation and synchronization in circadian rhythms: An approach based on the renormalization group method. [PDF]

PLoS Comput Biol
Gibo S, Kunihiro T, Hatsuda T, Kurosawa G.   +3 more
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On the Meaning of Local Symmetries: Epistemic-ontological Dialectics. [PDF]

Found Phys
François J, Ravera L.
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Primordial Rotating Disk Composed of ≥15 Star Forming Clumps at Cosmic Dawn

Fujimoto S, Ouchi M, Kohno K, Valentino F, Giménez-Arteaga C, Brammer G, Furtak L, Kohandel M, Oguri M, Pallottini A, Richard J, Zitrin A, Bauer F, Boylan-Kolchin M, Dessauges-Zavadsky M, Egami E, Finkelstein S, Ma Z, Smail I, Watson D, Hutchison T, Rigby J, Welch B, Ao Y, Bradley L, Caminha G, Caputi K, Espada D, Endsley R, Fudamoto Y, González-López J, Hatsukade B, Koekemoer A, Kokorev V, Laporte N, Lee M, Magdis G, Ono Y, Rizzo F, Shibuya T, Shimasaku K, Sun F, Toft S, Umehata H, Wang T, Yajima H.   +45 more
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Exploring pulsar glitches with dipolar supersolids

Bland T, Ferlaino F, Mannarelli M, Poli E, Trabucco S.   +4 more
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An inhomogeneous magnetohydrostatic universe

Journal of Physics A: Mathematical and General, 1980
An inhomogeneous magnetohydrostatic cosmological model has been derived which is of Petrov type 1D.
S Prakash, S R Roy
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Exact inhomogeneous scalar field universes

Classical and Quantum Gravity, 1993
We present a family of exact solutions to the Einstein field equations which describe inhomogeneous generalizations of spatially flat FRW cosmologies. The self-interacting scalar field with an exponential potential of the form V approximately ek phi serves as a source for the expansion. We show that these inhomogeneous models never inflate and briefly
A Feinstein, J Ibanez
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Averaging the inhomogeneous universe

2006
We re-formulate and examine T. Buchert’s recent averaging scheme for scalars in cosmological applications of general relativity. The equation thus obtained can be used to describe the averaged quantities of an arbitrary inhomogeneous co-moving region and show the importance of back-reaction. We also study the use of information theory in this averaging
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Averaging of a locally inhomogeneous realistic universe

Physical Review D, 1996
We present an averaging scheme in general relativity which allows us to study the effect of local inhomogeneity on the global behavior of the universe. The scheme uses 3+1 splitting of spacetime and introduces Isaacson averaging on the spatial hypersurface to get the averaged geometry.
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The inhomogeneous universe: gravity

2021
Scott Dodelson, Fabian Schmidt
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