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............................................................................. 3 Introduction ....................................................................... 3 Experimental Design .............................................................. 4 Active Layer ................................................................... 5 Architecture ....................................................
........................ ... 2 INTRODUCTION ......................... 4 BACKGROUND ........................... 5 METHOD ....................... ..... 7 RESULTS . . . . . . . . . . . . . . . . . . . . . . . . . . . . 9 Wisconsin ...................... .... 9 Colorado ............................ 13 Middle Atlantic States .................... 15 DISCUSSION ................. . . ...... ...... 20 C...
.......................................................................................................................................... iv Introduction ..................................................................................................................................... 1 Objective ...................................................................................................
We present cosmological perturbation theory in mass varying neutrino models, and calculate cosmic microwave background anisotropies and matter power spectrum. In these models, the evolution of the mass of neutrinos is determined by the quintessence scalar field, which is responsible for the cosmic acceleration today. We consider several types of scalar field potentials and put constraints on th...
Part 1. Analogies 3 1. Poincaré recurrence vs. Birkhoff’s recurrence 3 1.1. Poincaré recurrence theorem and topological recurrence 3 1.2. The existence of Borel cross-sections 4 1.3. Recurrence sequences and Poincaré sequences 5 2. The equivalence of weak mixing and continuous spectrum 7 3. Disjointness: measure vs. topological 10 4. Mild mixing: measure vs. topological 12 5. Distal systems: to...
Part 1. Analogies 3 1. Poincaré recurrence vs. Birkhoff’s recurrence 3 1.1. Poincaré recurrence theorem and topological recurrence 3 1.2. The existence of Borel cross-sections 4 1.3. Recurrence sequences and Poincaré sequences 5 2. The equivalence of weak mixing and continuous spectrum 7 3. Disjointness: measure vs. topological 10 4. Mild mixing: measure vs. topological 12 5. Distal systems: to...
Henrik Hasle,1 Todd A. Alonzo,2 Anne Auvrignon,3 Catherine Behar,4 Myron Chang,5 Ursula Creutzig,6 Alexandra Fischer,7 Erik Forestier,8 Alcira Fynn,9 Oskar A. Haas,10,11 Jochen Harbott,12 Christine J. Harrison,13 Nyla A. Heerema,14 Marry M. van den Heuvel-Eibrink,15,16 Gertjan J. L. Kaspers,17 Franco Locatelli,18 Peter Noellke,7 Sophia Polychronopoulou,19 Yaddanapudi Ravindranath,20 Bassem Razz...
Leucine-responsive regulatory protein (Lrp) is an essential transcriptional regulator in prokaryotes. However, the role of lrp Vibrio alginolyticus has still not been studied detail. In this study, mutant strain was constructed to gain insight into . The absence significantly enhances swarming motility, biofilm formation, extracellular protease secretion activity, and tolerance copper ions. cum...
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