Search results for "Maxim Sytch"
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Influence Economy
What shapes a buyer's needs and wants? In The Influence Economy, Maxim Sytch explores the influences that nudge buyers toward questionable decisions and consumption, revealing how professional services--consulting, marketing, banking, and legal firms--create demand for unnecessary and potentially harmful products and services. Such supplier-induced demand can take many forms, including superfluous reorganizations, frivolous lawsuits, and ill-conceived acquisitions. These actions may not only fail to produce positive outcomes but can also inflict detrimental consequences on the buying organization, from squandering valuable resources and demotivating the workforce to disrupting business operations and causing various operational, legal, and financial setbacks.Supplier-induced demand is not uniform but occurs under specific circumstances. Through empirical analyses and interviews with buyers and sellers of professional services, Sytch reveals the conditions under which supplier-induced demand is most likely to occur. The book argues that the conditions that give rise to supplier-induced demand are increasingly characteristic of today's broader knowledge-based economy, with significant implications for managerial control, vertical integration, and the economics of agglomeration. Ultimately, Sytch lays the groundwork for a systematic understanding of the contemporary influence economy and identifies potential strategies for organizations and policymakers to counteract its adverse effects.
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Maximes
Originally published in 1945, this book contains the French text of the 'Maximes' of François de la Rochefoucauld, which were first published anonymously in 1665. La Rochefoucauld himself added to the text many times during his life, and the version published here contains 641 of his maxims, along with the prefaces to the editions of 1665 and 1678 and two biographical portraits of the Duke in French by himself and by his fellow writer the Cardinal de Retz, Jean François Paul de Gondi. This book will be of value to anyone with an interest in French literature and moral philosophy.
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Introduction to Maximum Principles and Symmetry in Elliptic Problems
Originally published in 2000, this was the first book to present the basic theory of the symmetry of solutions to second-order elliptic partial differential equations by means of the maximum principle. It proceeds from elementary facts about the linear case to recent results about positive solutions of non-linear elliptic equations. Gidas, Ni and Nirenberg, building on work of Alexandrov and of Serrin, have shown that the shape of the set on which such elliptic equations are solved has a strong effect on the form of positive solutions. In particular, if the equation and its boundary condition allow spherically symmetric solutions, then, remarkably, all positive solutions are spherically symmetric. Results are presented with minimal prerequisites in a style suited to graduate students. Two long and leisurely appendices give basic facts about the Laplace and Poisson equations. There is a plentiful supply of exercises, with detailed hints.
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Maxims and the Mind
Correcting the misunderstood role of maxims at the intersection of early science and literature Eighteenth-century novels are full of maxims - pithy statements of received wisdom such as 'necessity is the mother of invention' or 'neither a borrower nor a lender be.' Maxims are ancient rhetorical forms, celebrated by no less an influential figure than Aristotle as powerful tools of persuasion. Critics have generally explained away their ubiquitous presence in eighteenth-century novels as a vestige of a premodern form. As Kelly Swartz explains, however, their presence illustrates an important yet often overlooked aspect of the novel's relationship with the early empirical sciences. Applying insights from Francis Bacon's account of aphorizing as a method of scientific writing to works by Aphra Behn, Jonathan Swift, Samuel Richardson, and Jane Austen, Swartz shows how maxims functioned in a critical role that she calls 'unknowing.' Such expressions, she argues, represented the not yet known as a way to inspire in readers a desire for ongoing, collective inquiry. Maxims also allowed these authors to invent unknowing fictional minds, at once attractive and vexing, ranging from the incoherent and banal to the unintelligibly rich. Maxims and the Mind thus offers new insight into the nature of the relationship between science and the early novel, emphasizing their shared interest in the representation of knowledge still awaiting discovery.
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Maxims
"Few men know death: we do not usually undergo it deliberately, but unthinkingly and out of habit and most men die because men cannot help dying"-Francois de La Rochefoucauld"And we open our eyes and feel our way in the dark." -William Bronk "The changes that have occurred in places you return to, the demise of attitudes that once seemed `inevitable', show not so much how things change with time, but how transitory they always were. The fundamental truth is not that things change, but that they have hardly ever existed.""All my friends, dead for so many years - even their ghosts are dying.""The moon at last quarter sliding out of black cloud, giving body to darkness."-Clive Faust
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Introduction to Maximum Principles and Symmetry in Elliptic Problems
Originally published in 2000, this was the first book to present the basic theory of the symmetry of solutions to second-order elliptic partial differential equations by means of the maximum principle. It proceeds from elementary facts about the linear case to recent results about positive solutions of non-linear elliptic equations. Gidas, Ni and Nirenberg, building on work of Alexandrov and of Serrin, have shown that the shape of the set on which such elliptic equations are solved has a strong effect on the form of positive solutions. In particular, if the equation and its boundary condition allow spherically symmetric solutions, then, remarkably, all positive solutions are spherically symmetric. Results are presented with minimal prerequisites in a style suited to graduate students. Two long and leisurely appendices give basic facts about the Laplace and Poisson equations. There is a plentiful supply of exercises, with detailed hints.
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Maximum Achievement
Brian Tracy is one of the world's leading authorities on success and personal achievement, addressing more than 100,000 men and women each year in public and private seminars. In Maximum Achievement,he gives you a powerful, proven system -- based on twenty-five years of research and practice -- that you can apply immediately to get better results in every area of your life. You learn ideas, concepts, and methods used by high-achieving people in every field everywhere. You learn how to unlock your individual potential for personal greatness. You will immediately become more positive, persuasive, and powerfully focused in everything you do. Many of the more than one million graduates of the seminar program upon which this book is based have dramatically increased their income and improved their lives in every respect. The step-by-step blueprint for success and achievement presented in these pages includes proven principles drawn from psychology, religion, philosophy, business, economics, politics, history, and metaphysics. These ideas are combined in a fast-moving, informative series of steps that will lead you to greater success than you ever imagined possible -- they can raise your self-esteem, improve personal performance, and give you complete control over every aspect of your personal and professional life.
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Symbolic Mathematics for Chemists
An essential guide to using Maxima, a popular open source symbolic mathematics engine to solve problems, build models, analyze data and explore fundamental concepts Symbolic Mathematics for Chemists offers students of chemistry a guide to Maxima, a popular open source symbolic mathematics engine that can be used to solve problems, build models, analyze data, and explore fundamental chemistry concepts. The author — a noted expert in the field — focuses on the analysis of experimental data obtained in a laboratory setting and the fitting of data and modeling experiments. The text contains a wide variety of illustrative examples and applications in physical chemistry, quantitative analysis and instrumental techniques. Designed as a practical resource, the book is organized around a series of worksheets that are provided in a companion website. Each worksheet has clearly defined goals and learning objectives and a detailed abstract that provides motivation and context for the material. This important resource: Offers an text that shows how to use popular symbolic mathematics engines to solve problemsIncludes a series of worksheet that are prepared in MaximaContains step-by-step instructions written in clear terms and includes illustrative examples to enhance critical thinking, creative problem solving and the ability to connect concepts in chemistryOffers hints and case studies that help to master the basics while proficient users are offered more advanced avenues for exploration Written for advanced undergraduate and graduate students in chemistry and instructors looking to enhance their lecture or lab course with symbolic mathematics materials, Symbolic Mathematics for Chemists: A Guide for Maxima Users is an essential resource for solving and exploring quantitative problems in chemistry.
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Maximas
Este libro recoge pensamientos, maximas y aforismos del autor, elaborados a lo largo de tres decadas, y entreverados con otra serie de maximas a modo de acompanamiento de pensadores con los que el autor siente cierta afinidad, cual es el caso de Nietzsche, Stendhal, Montherlant, Ionesco, Quevedo, Beckett, etc.
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Maximum-Entropy Sampling
This monograph presents a comprehensive treatment of the maximum-entropy sampling problem (MESP), which is a fascinating topic at the intersection of mathematical optimization and data science. The text situates MESP in information theory, as the algorithmic problem of calculating a sub-vector of pre-specificed size from a multivariate Gaussian random vector, so as to maximize Shannon's differential entropy. The text collects and expands on state-of-the-art algorithms for MESP, and addresses its application in the field of environmental monitoring. While MESP is a central optimization problem in the theory of statistical designs (particularly in the area of spatial monitoring), this book largely focuses on the unique challenges of its algorithmic side. From the perspective of mathematical-optimization methodology, MESP is rather unique (a 0/1 nonlinear program having a nonseparable objective function), and the algorithmic techniques employed are highly non-standard. In particular, successful techniques come from several disparate areas within the field of mathematical optimization; for example: convex optimization and duality, semidefinite programming, Lagrangian relaxation, dynamic programming, approximation algorithms, 0/1 optimization (e.g., branch-and-bound), extended formulation, and many aspects of matrix theory. The book is mainly aimed at graduate students and researchers in mathematical optimization and data analytics.
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Maximum City
A native of Bombay, Suketu Mehta gives us an insider¿s view of this stunning metropolis. He approaches the city from unexpected angles, taking us into the criminal underworld of rival Muslim and Hindu gangs; following the life of a bar dancer raised amid poverty and abuse; opening the door into the inner sanctums of Bollywood; and delving into the stories of the countless villagers who come in search of a better life and end up living on the sidewalks.
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