Ning Cai

Ingo Wegener

Gunter Dueck

Zhen Zhang

Ingo Althöfer

Levon H. Khachatrian

Marcus Pinsker

G. Sarkozy

Numbers, Information and Complexity is a collection of about 50 articles in honour of Rudolf Ahlswede. His main areas of research are represented in the three sections, `Numbers and Combinations', `Information Theory (Channels and Networks, Combinatorial and Algebraic Coding, Cryptology, with the related fields Data Compression, Entropy Theory, Symbolic Dynamics, Probability and Statistics)', and `Complexity'. Special attention was paid to the interplay between the fields. Surveys on topics of current interest are included as well as new research results. The book features surveys on Combinatorics about topics such as intersection theorems, which are not yet covered in textbooks, several contributions by leading experts in data compression, and relations to Natural Sciences are discussed.

Numbers, Information and Complexity

Asia's top female celebrity magician 'Magic Babe' Ning talks about her 10 years in the tough world of magic showbiz; an age-old industry traditionally dominated by men. Experience the real life adventures of this multi award-winning, world magic record-breaking, jet-setting illusionist as she unmasks the Magic Babe. Ning reveals how the shy teenage girl transformed herself into magic's wild child and became a 2-time FHM cover girl, embraced by international media and respected by professional peers worldwide. Ning shares for the first time her journey of quirks and struggles, betrayals and disappointments, fears and personal demons. She speaks candidly of her cancer scare at 21, which physically scarred her face but also changed the entire course of her life. Be prepared to laugh, cry, laugh again, and be inspired after reading the true life story of the real woman behind Magic Babe. Audience: General readers, fans, female readers aged 15- 50.

Who Is Magic Babe Ning?

Six months after teen savant Maxine Schooling helped the CID capture the Singapore Spectre, she has been once again roped into a murder investigation. An unrelated grouping of people is being killed by what witnesses can only refer to as a vampire. At the same time, Max meets a former colleague of her parents, who can potentially give her clues to whoever killed her family and put her in a coma. Reader Reviews: “Ning Cai is a wonder.” –Neil Gaiman, internationally celebrated author of The Sandman and The Ocean at the End of the Lane “Smart and funny, Max is exactly the best kind of companion to travel with through this clever, high-octane thriller. After the first book, I was hooked, and this second instalment in the series doesn’t disappoint. This is Max coming into her own. More please!” –Jane McKie, author of Kitsune and senior lecturer, University of Edinburgh “Maxine Schooling is the funny, curious, kick-ass best friend you always wanted, in a twisty, action-packed adventure that grabs you from the first page. Manipulation has never been so much fun!” –Jane Alexander, award-winning author of A User's Guide to Make-Believe “Ning Cai’s writing has the drama and invention one might expect from a former star performer in the world of magical illusion. Her stories unfold at pace with numerous surprising twists, all carefully planned, one feels, not to trick the reader but to entertain, which she does not only ‘in spades’, but all the suits in a deck of cards.” –Robert Alan Jamieson, author of Plague Clothes

Manipulation

The extant literature on first passage problems of reflected hyper-exponential jump diffusion processes (RHEPs) lacks efficiently computable formulae for the Laplace transform of the joint distribution of the RHEP and its first passage time, cumulative distribution function of the overshoot, expected cumulative value of the discounted increments of the local time up to the first passage time, expected cumulative discounted value of the RHEP up to the first passage time, and expectation of the first passage time. We combine numerical solutions to ordinary integro-differential equations and martingale methods in a novel manner to derive such expressions. For some of these quantities, our approach can deal with the subtle case in which both the RHEP's overall drift and the discount rate equal zero. As a by-product, we obtain a formula for the Laplace transform of the RHEP transition density. We illustrate the numerical performance of our methodology through a few examples. We observe that when the RHEP's overall drift and the discount rate are very close to zero rounding errors can make the evaluation of some of our formulae unreliable. In these situations our exact expression for the case of both zero RHEP's overall drift and discount rate can be an effective approximation for the quantities in question that is substantially more efficient than reliably calculating them using their exact expressions and ``Multiprecision Computing." Our research has applications in financial engineering, insurance, economics, and queueing.

A Computational Approach to First Passage Problems of Reflected Hyper-Exponential Jump Diffusion Processes

Christian Deppe

Rudolf Ahlswede

Lars Bäumer

Harout Aydinian

Vladimir Blinovsky

Haik Mashurian

This book collects 63 revised, full-papers contributed to a research project on the "General Theory of Information Transfer and Combinatorics" that was hosted from 2001-2004 at the Center for Interdisciplinary Research (ZIF) of Bielefeld University and several incorporated meetings. Topics covered include probabilistic models, cryptology, pseudo random sequences, quantum models, pattern discovery, language evolution, and network coding.

General Theory of Information Transfer and Combinatorics

Epigram Books Fiction Prize 2016 Longlist The first book in an exciting new YA mystery trilogy about a teenage savant on the trail of her family's killer, from the multi-talented Ning Cai, international magic celebrity and author. When parkour champion Maxine Schooling wakes from a three-year coma, she has no memory of how her parents and little brother were killed the night she was attacked. Using her new-found photographic memory, she covertly helps her hacker BFF with the police investigation of a savage serial killer on the loose. In her race to track down the Singapore Spectre, Max finds herself embroiled in a conspiracy involving stage illusions, a secret exposé, and a controversial megachurch headed by a powerful man. For over a decade, Ning Cai was known as a multi-award-winning stage illusionist and escape artist. After a brief period of retirement, she returned in 2017 as the mentalist Ning: Mind Magic Mistress. Her memoir Who is Magic Babe Ning? was shortlisted for the 2016 Singapore Literature Prize.

Misdirection (Book One of The Savant Trilogy)

Pamela Ho

Adventures of 2 Girls traces the journey of two best friends who take a 9-month break from their successful careers to tick a big, fat item off their Bucket Lists: To travel the world and write a book. Ning is an award-winning professional female magician, and Pam an award-winning journalist and radio DJ. At the peak of their careers, they break loose from the safe and familiar, stuff their backpacks with bare essentials, and buy two one-way tickets to Honolulu. From a road trip across the United States, to spending a summer in Paris, studying French and being certified in the art of patisserie at the prestigious Le Cordon Bleu, from roughing it out in wild Madagascar (with no electricity, running water or toilets!), to trekking in the Himalayas, Pam and Ning go in search of new experiences and ultimate adventures off the beaten track. If you think this is a guidebook for girls, or an offshoot of Eat, Pray, Love… think again! Adventures of 2 Girls boasts action-packed accounts of sticky situations faced by two city girls in foreign lands, travel tips about budgeting, finances, insurance, PMS survival etc., plus quirky observations, and quiet ruminations on lazy afternoons… complete with private photos from their compact cameras and iPhones, and sketches from their travel journals. It’s a heart-warming, humorous and inspiring story about friendship, chasing dreams, taking risks, and letting go.

Ning Cai

About

Books

Join the club