The Sleepover Squad faces an all-new slumber party obstacle: boys! It’s Taylor’s turn to host a sleepover, which is exciting…except that her next-door neighbor—a bratty boy her own age—won’t leave her alone. And when he plans a sleepover for the same night as the Squad’s, Taylor is totally irked. But after the boys challenge the girls to an all-out sleepover competition, the fun is just beginning—or is it? Can Taylor trounce the boys and still keep her friends happy?
Over the past 25 years the field of neutron diffraction for residual stress characterization has grown tremendously, and has matured from the stage of trial demonstrations to provide a practical tool with widespread applications in materials science and engineering. While the literature on the subject has grown commensurately, it has also remained
without an appreciation of what happens in between. The techniques available for the chemical analysis of silicate rocks have undergone a revolution over the last 30 years. However, to use an analytical technique most effectively, No longer is the analytical balance the only instrument used it is essential to understand its analytical characteristics, in for quantitative measurement, as it was in the days of classi particular the excitation mechanism and the response of the cal gravimetric procedures. A wide variety of instrumental signal detection system. In this book, these characteristics techniques is now commonly used for silicate rock analysis, have been described within a framework of practical ana lytical aplications, especially for the routine multi-element including some that incorporate excitation sources and detec tion systems that have been developed only in the last few analysis of silicate rocks. All analytical techniques available years. These instrumental developments now permit a wide for routine silicate rock analysis are discussed, including range of trace elements to be determined on a routine basis. some more specialized procedures. Sufficient detail is In parallel with these exciting advances, users have tended included to provide practitioners of geochemistry with a firm to become more remote from the data production process. base from which to assess current performance, and in some This is, in part, an inevitable result of the widespread intro cases, future developments.
WATCH OUT FOR CREEPY CRAWLIES! It's Emily's turn to host the next sleepover, and she's having a campout! Her dad's going to grill hot dogs, and they'll tell ghost stories and fall asleep to the sounds of crickets chirping. Fun! But Taylor isn't as excited as the others. Sure, she loves parties and is always up for new adventures...but she also has a secret that she's kind of embarrassed about. She's afraid of bugs! She knows she can tell her friends the truth, but they're really looking forward to sleeping in a tent. Taylor doesn't want to ruin their fun, but she's really scared to sleep outside. Will Taylor be able to make it through the night?
The first Louis Kincaid thriller! See where it all began, as Kincaid investigates murder in a sleepy, secret-ridden southern town where some believe the past is best left buried ...
arithmetic of the integers, linear algebra, an introduction to group theory, the theory of polynomial functions and polynomial equations, and some Boolean algebra. It could be supplemented, of course, by material from other chapters. Again, Course 5 (Calculus) aiscusses the differential and integral calculus more or less from the beginnings of these theories, and proceeds through functions of several real variables, functions of a complex variable, and topics of real analysis such as the implicit function theorem. We would, however, like to make a further point with regard to the appropriateness of our text in course work. We emphasized in the Introduction to the original edition that, in the main, we had in mind the reader who had already met the topics once and wished to review them in the light of his (or her) increased knowledge and mathematical maturity. We therefore believe that our book could form a suitable basis for American graduate courses in the mathematical sciences, especially those prerequisites for a Master's degree.
WANT TO SLEEP OVER? COME JOIN THE FUN! It's the last week of second grade, and Taylor has big news for her best friends, Emily, Jo, and Kara: She's inviting them to her house on Friday night to celebrate! But this is no ordinary party -- it's going to be their first sleepover party! The girls can't wait to stay up late, play games, and watch movies. But Emily is also secretly worried. She knows her parents aren't going to let her spend the night at Taylor's, and she doesn't want to be left out of all the fun. Will Emily have to stay home and miss the party, or can she find a way to prove to her parents that she's old enough to go?
The purpose of this book is to give those with some mathematical background a wealth of material with which to appreciate both the power of the microcomputer and its relevance to the study of mathematics. Topics covered include number theory, approximate solutions and differential equations.
A graduate-level textbook on the astrophysics of binary star systems and their evolution Physics of Binary Star Evolution is an up-to-date textbook on the astrophysics and evolution of binary star systems. Theoretical astrophysicists Thomas Tauris and Edward van den Heuvel cover a wide range of phenomena and processes, including mass transfer and ejection, common envelopes, novae and supernovae, X-ray binaries, millisecond radio pulsars, and gravitational wave (GW) sources, and their links to stellar evolution. The authors walk through the observed properties and evolution of different types of binaries, with special emphasis on those containing compact objects (neutron stars, black holes, and white dwarfs). Attention is given to the formation mechanisms of GW sources—merging double neutron stars and black holes as well as ultra-compact GW binaries hosting white dwarfs—and to the progenitors of these sources and how they are observed with radio telescopes, X-ray satellites, and GW detectors (LIGO, Virgo, KAGRA, Einstein Telescope, Cosmic Explorer, and LISA). Supported by illustrations, equations, and exercises, Physics of Binary Star Evolution combines theory and observations to guide readers through the wonders of a field that will play a central role in modern astrophysics for decades to come. 465 equations, 47 tables, and 350+ figures More than 80 exercises (analytical, numerical, and computational) Over 2,500 extensive, up-to-date references
An herbalist and free woman of color, Kindred Twain and Lelaheo/Cassian Harkness, an Oneida Indian, had been inseparable since childhood, so it was no surprise to anyone when their childhood bond blossomed into love as they grew into adulthood. Neither suspected when they agreed to wait to wed until Lelaheo had completed his medical studies in Europe that they were poised on the eve of the American Revolution, or that a young British miss named Adeline would threaten to tear them apart forever.
The correspondence between De la Beche and his friends, colleagues and contemporaries (who included Prince Albert and Charles Darwin) gives us a fascinating insight into the day-to-day scientific endeavours of the nineteenth century.
Meet Ziggy and his friends Rico, Rashawn, and Jerome! They call themselves The Black Dinosaurs and share exciting adventures in these fast-paced, easy-to-read stories that include historical, social, and scientific information along with action and thrills. In The Buried Bones Mystery, the boys build a clubhouse in Ziggy’s backyard, where they uncover a box of bones while digging to bury their secret treasures. The boys are swept up in a mystery more intriguing—and scary—than anything they could have imagined. Who could have buried a box of bones behind their clubhouse? In Lost in the Tunnel of Time, the boys discover their hometown was a stop on the Underground Railroad and are excited to explore the part of the tunnel that is right under their school. When a trapdoor slams behind them, locking them in the tunnel, there’s only one thing they can do—plunge deeper and deeper into the darkness. Where will the tunnel lead them? And will the old, crumbling walls hold until they find their way to the end?
General-equilibrium" refers to an analytical approach which looks at the economy as a complete system of inter-dependent components (industries, households, investors, governments, importers and exporters). "Applied" means that the primary interest is in systems that can be used to provide quantitative analysis of economic policy problems in particular countries. Reflecting the authors' belief in the models as vehicles for practical policy analysis, a considerable amount of material on data and solution techniques as well as on theoretical structures has been included. The sequence of chapters follows what is seen as the historical development of the subject. The book is directed at graduate students and professional economists who may have an interest in constructing or applying general equilibrium models. The exercises and readings in the book provide a comprehensive introduction to applied general equilibrium modeling. To enable the reader to acquire hands-on experience with computer implementations of the models which are described in the book, a companion set of diskettes is available.
Timeless. Beautiful. Dangerous. 1816 — the Year Without a Summer — resulted in two of literature’s most feared and beloved creations. Mary Shelley’s Frankenstein. Doctor Polidori’s Vampyre. American biographer Rachel Walton attained international recognition for her Shelley bio, unearthing the horrific events which jolted Frankenstein and his wretch into existence on the shores of Lake Geneva, Switzerland. What she hadn’t expected during her research was to fall in love with a man of gigantic structure, of uncommon beauty, of intriguing origin. Her research for the Polidori biography proves as startling. The publication of his Vampyre tale unearths a gothic horror that crawls from beneath the sod into London’s ballrooms, grand townhomes, and hotels; daring to invade the salons and bedchambers of the Royal family to satisfy its thirst. And despite the impossibility of her findings, Rachel must again confront the unexpected horror and consequences of true love. Digital Bundle includes the entire series: Fire on the Water: A Companion to Mary Shelley's Frankenstein Origin of the Vampyre: A Companion to Doctor Polidori's Vampyre
It's Thanksgiving break and Kara is psyched to be hosting the next sleepover. Jo is also excited -- she just learned that her cousin Ceci is coming to visit for the whole week! Ceci lives in another state so Jo hardly gets to see her, and she can't wait to introduce Ceci to the Squad! At first everyone is thrilled, but then it seems like Jo is only paying attention to her cousin. Everyone is worried about the sleepover. Will it still be as fun? Or will Jo only care about spending time with her cousin and forget about the Squad completely?
Timeless. Beautiful. Dangerous. 1816 — the Year Without a Summer — resulted in two of literature’s most feared and beloved creations. Mary Shelley’s Frankenstein. Doctor Polidori’s Vampyre. American biographer Rachel Walton attained international recognition for her Shelley bio, unearthing the horrific events which jolted Frankenstein and his wretch into existence in the peaceful lakeside village of Montreux, Switzerland. What she hadn’t expected during her study was to fall in love with a man of gigantic structure, of uncommon beauty, of intriguing origin. The Polidori biography is her latest commission. Traveling to London, England she is hosted by Polidori’s descendent, Aubrey, determined to uncover the reason for the doctor’s spiraling depression and untimely demise after the publication of his tale of horror. Hoping he had found some kind of happiness, perhaps love, before his death.Personal letters and documents secured in his Soho family home reveal a rapidly evolving terror in the mist-shrouded alleys, grand townhomes and ballrooms of Georgian London as Polidori assists the Bow Street Runners in investigating a series of murders. Leading to the revelation of a creature thought to exist only within the pages of Polidori’s novel. Despite her own experiences, it did not prepare Rachel for the distortion of fiction, reality and time as she exhumes a mystery shrouded and buried beneath the sod for over two-hundred years. Nor could she have foreseen the consequence of an unexpected companionship with her seductive and beautiful host. Origin of the Vampyre: A Companion to Doctor Polidori’s The Vampyre. A paranormal romance and time-blurring mystery by the author of the book club favorite:Fire on the Water: A Companion to Mary Shelley’s Frankenstein.
Construction of Integration Formulas for Initial Value Problems provides practice-oriented insights into the numerical integration of initial value problems for ordinary differential equations. It describes a number of integration techniques, including single-step methods such as Taylor methods, Runge-Kutta methods, and generalized Runge-Kutta methods. It also looks at multistep methods and stability polynomials. Comprised of four chapters, this volume begins with an overview of definitions of important concepts and theorems that are relevant to the construction of numerical integration methods for initial value problems. It then turns to a discussion of how to convert two-point and initial boundary value problems for partial differential equations into initial value problems for ordinary differential equations. The reader is also introduced to stiff differential equations, partial differential equations, matrix theory and functional analysis, and non-linear equations. The order of approximation of the single-step methods to the differential equation is considered, along with the convergence of a consistent single-step method. There is an explanation on how to construct integration formulas with adaptive stability functions and how to derive the most important stability polynomials. Finally, the book examines the consistency, convergence, and stability conditions for multistep methods. This book is a valuable resource for anyone who is acquainted with introductory calculus, linear algebra, and functional analysis.
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