This volume consists of a selection of research-type articles on dynamical systems, evolution equations, analytic number theory and closely related topics. A strong emphasis is on a fair balance between theoretical and more applied work, thus spanning the chasm between abstract insight and actual application. Several of the articles are expected to be in the intersection of dynamical systems theory and number theory. One article will likely relate the topics presented to the academic achievements and interests of Prof. Leutbecher and shed light on common threads among all the contributions.

Anyone who loves their garden knows that there's something happening in nature every day of the year. Whether it's the first crocus of spring, summer's explosion of colors, fall's abundant harvest, or the renewing dormancy of winter these outdoor sanctuaries offer daily opportunities for investigation, contemplation, and appreciation. This stunning daybook offers 365 elegant photos of some of the world's most exquisite gardens, following the yearly cycle of growth and rebirth. Each photo is accompanied by engaging texts such as planting tips, design techniques, natural history, and botanical facts that provide both ideas and helpful information. In addition, there is room on each spread for gardeners to record and preserve their own daily observations and reflections. The perfect keepsake for gardeners of all levels of expertise, this beautiful daybook deepens the rewards of gardening all year round.

This volume contains a series of articles on wave phenomena and fluid dynamics, highlighting recent advances in these two areas of mathematics. The collection is based on lectures presented at the conference ""Fluids and Waves--Recent Trends in Applied Analysis"" and features a rich spectrum of mathematical techniques in analysis and applications to engineering, neuroscience, physics, and biology. The mathematical topics discussed range from partial differential equations, dynamical systems and stochastic processes, to areas of classical analysis. This volume is intended as an introduction to major topics of interest and state-of-the-art analytical research in wave motion and fluid flows. It is helpful to junior mathematicians to stay abreast of new techniques and recent trends in these areas of mathematics. The articles here also provide a unique scientific basis for recent results and new links between current research themes. In summary, this book is a guide for experts in one field to the issues of the other, and will challenge graduate students to investigate these areas of analysis in further detail.