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Random Sh*t Flying Through the Air

Random Sh*t Flying Through the Air

Jackson Ford

ORBIT
2020
nidottu
"The stakes couldn't be higher ... The suspense, the danger, and the rocket-fueled pace are all turned up to 11."―Kirkus "Furious, frenetic, fun, and "f**k you" -- Robert Brockway on The Girl Who Could Move Sh*t With Her Mind Teagan Frost -- the girl with telekinetic powers and a killer paella recipe -- faces a new threat that could wipe out her home forever in the second book of Jackson Ford's irreverent fantasy series. Teagan Frost's life is finally back on track. Her role working for the government as a psychokinetic operative is going well. She might also be on course for convincing her crush, Nic Delacourt, to go out with her. And she's even managed to craft the perfect paella. But Teagan is about to face her biggest threat yet. A young boy with the ability to cause earthquakes has come to Los Angeles -- home to the San Andreas, one of the most lethal fault lines in the world. If Teagan can't stop him, the entire city -- and the rest of California -- will be wiped off the map . . . For more from Jackson Ford check out: The Girl Who Could Move Sh*t With Her Mind
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Random in Death: An Eve Dallas thriller (In Death 58)

Random in Death: An Eve Dallas thriller (In Death 58)

J. D. Robb

Little, Brown Book Group
2024
sidottu
It's the best night of her life. It's the last night of her life.Sixteen-year-old Jenna Harbough's parents had finally given in, and there she was, at a New York club with her best friends, watching the legendary band Avenue A, carrying her demo in hopes of slipping it to the guitarist, Jake Kincade. Then, from the stage, Jake catches her eye, and smiles. It's the best night of her life. It's the last night of her life.Minutes later, Jake's in the alley getting some fresh air, and the girl from the dance floor comes stumbling out, sick and confused and deathly pale. He tries to help, but it's no use. It's time to call Lieutenant Eve Dallas.Who could want this level-headed teen, passionate about her music, dead? Was she targeted or could she have been the victim of a random attack? And if she was, who's next.....?
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Random in Death: An Eve Dallas thriller (In Death 58)

Random in Death: An Eve Dallas thriller (In Death 58)

J. D. Robb

Little, Brown Book Group
2024
nidottu
It's the best night of her life. It's the last night of her life.Sixteen-year-old Jenna Harbough's parents had finally given in, and there she was, at a New York club with her best friends, watching the legendary band Avenue A, carrying her demo in hopes of slipping it to the guitarist, Jake Kincade. Then, from the stage, Jake catches her eye, and smiles. It's the best night of her life. It's the last night of her life.Minutes later, Jake's in the alley getting some fresh air, and the girl from the dance floor comes stumbling out, sick and confused and deathly pale. He tries to help, but it's no use. It's time to call Lieutenant Eve Dallas.Who could want this level-headed teen, passionate about her music, dead? Was she targeted or could she have been the victim of a random attack? And if she was, who's next.....?
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Random Sh*t Flying Through The Air

Random Sh*t Flying Through The Air

Jackson Ford

Orbit
2020
pokkari
'LIKE ALIAS MEETS X-MEN . . . I LOVED IT!' Maria Lewis on The Girl Who Could Move Sh*t With Her MindFull of imagination, wit and random sh*t flying through the air, this insane new Frost Files adventure will blow your tiny mind.Teagan Frost's life is finally back on track. Her role working for the government as a telekinetic operative is going well and she might even be on course for convincing her crush to go out with her. But, little does she know, that sh*t is about to hit the fan . . . A young boy with the ability to cause earthquakes has come to Los Angeles - home to the San Andreas, one of the most lethal fault lines in the world. If Teagan can't stop him, the entire city - and the rest of California - could be wiped off the map.'Ford delivers a fantastic follow-up to The Girl Who Could Move Sh*t With her Mind with this tale of earthquakes, superpowers and culinary ambition' Publishers Weekly'The suspense, the danger, and the rocket-fuelled pace are all turned up to 11 in this more-than-satisfying sequel' KirkusPraise for The Girl Who Could Move Sh*t With Her Mind'Proceeds at breakneck speed through almost 500 pages of madcap adventure' Guardian'Fast-paced and a lot of fun to read . . . a modern action movie that just happens to be in book form' The Fantasy Inn'A drunken back-alley brawler of a book' Robert Brockway, author of The Unnoticeables'Ford's breakneck pace keeps the tension high, and the thrills coming the whole way through' BookPage'A fast-paced, high-adrenaline tale' KirkusThe Frost Files novels:The Girl Who Could Move Sh*t With Her MindRandom Sh*t Flying Through the AirEye of the Sh*t Storm
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RANDOM REFLECTIONS - Interrogation of Faith

RANDOM REFLECTIONS - Interrogation of Faith

Celestine Nweze

Lulu.com
2018
pokkari
Man living in history (time and space) is not equipped to fully understand the nature of God who lives in eternity. Eternity is all-pervading, it seems, history still being part of it, and so God's nature is appreciable in our realm to an unimaginable extent. If you decide to be a disciple of Jesus Christ prepare yourself for a great ordeal. Does it mean that you will be free of difficulties if you are not his disciple? Certainly, the terrain of discipleship is very rugged. But - - - Is it not difficult to understand why this divergent conversation in the US should exist at all? Pro-life or Pro-choice, what is sin is sin, what is bad is wrong. "Sin" separates the two Parties in a "Country Under God." "Forgive and forget" has become a common parlance. Can Forgive, Cannot Forget? The nature and direction of a contextual exactness here is largely un-grasped.
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Random Censored Book Third Edition

Random Censored Book Third Edition

Scott Barry

Lulu.com
2019
nidottu
What's in it:Part 1 Incoherent Ramblings on Random Shit also Heathenism/Trolling ...Part 2 Black Ice: The Law Enforcement Freenet Project ...Part 3 UTEP Policy Guidelines for Classified & Controlled Info ...Part 4 UTEP System Security Plan ...Part 5 US Army Criminal Investigation Command ...Part 6 Kyle Odom Manifesto ...Part 7 MIAC Strategic Report + Modern Millitia + Anarchists DOC ...Part 8 Pipe Command Example for Linux ...Part 9 Confidential LES can't say ...Part 10 The last rasters and two retarded pentagrams ...
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Random Harvest

Random Harvest

David Patterson; Ezra Spicehandler

Routledge
2020
sidottu
This book provides a well-structured, lyrical, and fictionalized account of the narrator's earlier years in the village of Bialik's birth. It describes the awakening curiosity of the gifted child, his wonder at the riddle of the mirror, and his inability to read the symbols of the alphabet.
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Random Harvest

Random Harvest

David Patterson; Ezra Spicehandler

TAYLOR FRANCIS LTD
2024
nidottu
This book provides a well-structured, lyrical, and fictionalized account of the narrator's earlier years in the village of Bialik's birth. It describes the awakening curiosity of the gifted child, his wonder at the riddle of the mirror, and his inability to read the symbols of the alphabet.
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Random Light Beams

Random Light Beams

Olga Korotkova

CRC Press
2019
nidottu
Random Light Beams: Theory and Applications contemplates the potential in harnessing random light. This book discusses light matter interactions, and concentrates on the various phenomena associated with beam-like fields. It explores natural and man-made light fields and gives an overview of recently introduced families of random light beams. It outlines mathematical tools for analysis, suggests schemes for realization, and discusses possible applications. The book introduces the essential concepts needed for a deeper understanding of the subject, discusses various classes of deterministic paraxial beams and examines random scalar beams. It highlights electromagnetic random beams and matters relating to generation, propagation in free space and various media, and discusses transmission through optical systems. It includes applications that benefit from the use of random beams, as well as the interaction of beams with deterministic optical systems.• Includes detailed mathematical description of different model sources and beams• Explores a wide range of man-made and natural media for beam interaction • Contains more than 100 illustrations on beam behavior• Offers information that is based on the scientific results of the last several years • Points to general methods for dealing with random beams, on the basis of which the readers can do independent researchIt gives examples of light propagation through the human eye, laser resonators, and negative phase materials. It discusses in detail propagation of random beams in random media, the scattering of random beams from collections of scatterers and thin random layers as well as the possible uses for these beams in imaging, tomography, and smart illumination.
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Random Dynamical Systems in Finance

Random Dynamical Systems in Finance

Anatoliy Swishchuk; Shafiqul Islam

CRC Press
2019
nidottu
The theory and applications of random dynamical systems (RDS) are at the cutting edge of research in mathematics and economics, particularly in modeling the long-run evolution of economic systems subject to exogenous random shocks. Despite this interest, there are no books available that solely focus on RDS in finance and economics. Exploring this emerging area, Random Dynamical Systems in Finance shows how to model RDS in financial applications.Through numerous examples, the book explains how the theory of RDS can describe the asymptotic and qualitative behavior of systems of random and stochastic differential/difference equations in terms of stability, invariant manifolds, and attractors. The authors present many models of RDS and develop techniques for implementing RDS as approximations to financial models and option pricing formulas. For example, they approximate geometric Markov renewal processes in ergodic, merged, double-averaged, diffusion, normal deviation, and Poisson cases and apply the obtained results to option pricing formulas.With references at the end of each chapter, this book provides a variety of RDS for approximating financial models, presents numerous option pricing formulas for these models, and studies the stability and optimal control of RDS. The book is useful for researchers, academics, and graduate students in RDS and mathematical finance as well as practitioners working in the financial industry.
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Random Probability Measures on Polish Spaces

Random Probability Measures on Polish Spaces

Hans Crauel

CRC Press
2019
nidottu
In this monograph the narrow topology on random probability measures on Polish spaces is investigated in a thorough and comprehensive way. As a special feature, no additional assumptions on the probability space in the background, such as completeness or a countable generated algebra, are made. One of the main results is a direct proof of the random analog of the Prohorov theorem, which is obtained without invoking an embedding of the Polish space into a compact space. Further, the narrow topology is examined and other natural topologies on random measures are compared. In addition, it is shown that the topology of convergence in law-which relates to the "statistical equilibrium"-and the narrow topology are incompatible. A brief section on random sets on Polish spaces provides the fundamentals of this theory. In a final section, the results are applied to random dynamical systems to obtain existence results for invariant measures on compact random sets, as well as uniformity results in the individual ergodic theorem. This clear and incisive volume is useful for graduate students and researchers in mathematical analysis and its applications.
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Random Summation

Random Summation

Boris V. Gnedenko; Victor Yu. Korolev

CRC Press
2020
nidottu
This book provides an introduction to the asymptotic theory of random summation, combining a strict exposition of the foundations of this theory and recent results. It also includes a description of its applications to solving practical problems in hardware and software reliability, insurance, finance, and more. The authors show how practice interacts with theory, and how new mathematical formulations of problems appear and develop. Attention is mainly focused on transfer theorems, description of the classes of limit laws, and criteria for convergence of distributions of sums for a random number of random variables. Theoretical background is given for the choice of approximations for the distribution of stock prices or surplus processes. General mathematical theory of reliability growth of modified systems, including software, is presented. Special sections deal with doubling with repair, rarefaction of renewal processes, limit theorems for supercritical Galton-Watson processes, information properties of probability distributions, and asymptotic behavior of doubly stochastic Poisson processes. Random Summation: Limit Theorems and Applications will be of use to specialists and students in probability theory, mathematical statistics, and stochastic processes, as well as to financial mathematicians, actuaries, and to engineers desiring to improve probability models for solving practical problems and for finding new approaches to the construction of mathematical models.
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Random Geometrically Graph Directed Self-Similar Multifractals

Random Geometrically Graph Directed Self-Similar Multifractals

Lars Olsen

CRC Press
2019
nidottu
Multifractal theory was introduced by theoretical physicists in 1986. Since then, multifractals have increasingly been studied by mathematicians. This new work presents the latest research on random results on random multifractals and the physical thermodynamical interpretation of these results. As the amount of work in this area increases, Lars Olsen presents a unifying approach to current multifractal theory. Featuring high quality, original research material, this important new book fills a gap in the current literature available, providing a rigorous mathematical treatment of multifractal measures.
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Random Processes

Random Processes

Syski

CRC Press
2019
nidottu
This book develops appreciation of the ingenuity involved in the mathematical treatment of random phenomena, and of the power of the mathematical methods employed in the solution of applied problems. It is intended to students interested in applications of probability to their disciplines.
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Random Processes for Engineers

Random Processes for Engineers

Arthur David Snider

CRC Press
2020
nidottu
This book offers an intuitive approach to random processes and educates the reader on how to interpret and predict their behavior. Premised on the idea that new techniques are best introduced by specific, low-dimensional examples, the mathematical exposition is easier to comprehend and more enjoyable, and it motivates the subsequent generalizations. It distinguishes between the science of extracting statistical information from raw data--e.g., a time series about which nothing is known a priori--and that of analyzing specific statistical models, such as Bernoulli trials, Poisson queues, ARMA, and Markov processes. The former motivates the concepts of statistical spectral analysis (such as the Wiener-Khintchine theory), and the latter applies and interprets them in specific physical contexts. The formidable Kalman filter is introduced in a simple scalar context, where its basic strategy is transparent, and gradually extended to the full-blown iterative matrix form.
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Random Matrices and Non-Commutative Probability

Random Matrices and Non-Commutative Probability

Arup Bose

CRC Press
2021
sidottu
This is an introductory book on Non-Commutative Probability or Free Probability and Large Dimensional Random Matrices. Basic concepts of free probability are introduced by analogy with classical probability in a lucid and quick manner. It then develops the results on the convergence of large dimensional random matrices, with a special focus on the interesting connections to free probability. The book assumes almost no prerequisite for the most part. However, familiarity with the basic convergence concepts in probability and a bit of mathematical maturity will be helpful. Combinatorial properties of non-crossing partitions, including the Möbius function play a central role in introducing free probability. Free independence is defined via free cumulants in analogy with the way classical independence can be defined via classical cumulants. Free cumulants are introduced through the Möbius function. Free product probability spaces are constructed using free cumulants. Marginal and joint tracial convergence of large dimensional random matrices such as the Wigner, elliptic, sample covariance, cross-covariance, Toeplitz, Circulant and Hankel are discussed. Convergence of the empirical spectral distribution is discussed for symmetric matrices. Asymptotic freeness results for random matrices, including some recent ones, are discussed in detail. These clarify the structure of the limits for joint convergence of random matrices. Asymptotic freeness of independent sample covariance matrices is also demonstrated via embedding into Wigner matrices. Exercises, at advanced undergraduate and graduate level, are provided in each chapter.
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Random Matrices and Non-Commutative Probability

Random Matrices and Non-Commutative Probability

Arup Bose

TAYLOR FRANCIS LTD
2024
nidottu
This is an introductory book on Non-Commutative Probability or Free Probability and Large Dimensional Random Matrices. Basic concepts of free probability are introduced by analogy with classical probability in a lucid and quick manner. It then develops the results on the convergence of large dimensional random matrices, with a special focus on the interesting connections to free probability. The book assumes almost no prerequisite for the most part. However, familiarity with the basic convergence concepts in probability and a bit of mathematical maturity will be helpful. Combinatorial properties of non-crossing partitions, including the Möbius function play a central role in introducing free probability. Free independence is defined via free cumulants in analogy with the way classical independence can be defined via classical cumulants. Free cumulants are introduced through the Möbius function. Free product probability spaces are constructed using free cumulants. Marginal and joint tracial convergence of large dimensional random matrices such as the Wigner, elliptic, sample covariance, cross-covariance, Toeplitz, Circulant and Hankel are discussed. Convergence of the empirical spectral distribution is discussed for symmetric matrices. Asymptotic freeness results for random matrices, including some recent ones, are discussed in detail. These clarify the structure of the limits for joint convergence of random matrices. Asymptotic freeness of independent sample covariance matrices is also demonstrated via embedding into Wigner matrices. Exercises, at advanced undergraduate and graduate level, are provided in each chapter.
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