A fascinating story of one man's impact on history (Sir Martin Gilbert, historian; Honorary Fellow of Merton College, University of Oxford). Vladimir Jabotinsky and Sioma Jacobi exchanged more than five hundred letters between 1920 and 1939. Yet Jabotinsky s right-hand man, who ran the London Revisionist bureau from 1934 until his premature death at the age of forty-two, and who nearly single-handedly managed illegal immigration to Palestine, is virtually unknown. This book resurrects the legacy of a remarkable man and awards Solomon Sioma Jacobi his rightful place in Zionist history.
Welcome to Black Cat Weekly #10. Carlton Clarke, the famed Chicago telepathic detective, returns to our pages with “The Broken Marconigram.” First published in 1915, this tale takes Clarke and Sexton, his “Watson,” to New Orleans in search of a friend who’s been kidnapped by a Satanic cult. These chronicles of the first “telepathic detective” originally appeared in newspaper syndication across the United States in 1908, and I continue to be impressed by them. There is much here for Sherlock Holmes fans to appreciate. Our roving mystery editor, Barb Goffman, has tracked down by gem by David Dean, “The Duelist.” Plus Hal Charles—the byline of writing team Hal Blythe and Charlie Sweet—contributes another solve-it-yourself mystery. Prolific pulp author Dale Clark—whose copyrights I purchased some years ago—makes his Weekly debut with a terrific World War II-era tale about an undercover F.B.I agent. I don’t think it’s ever been reprinted. And science fiction writer Murray Leinster (real name Will Jenkins) contributes one of his rare mysteries, “One Corpse, Guaranteed!” They don’t make titles like that any more! This issue’s mystery novel is a Bull-Dog Drummond tale by “Sapper.” See my introduction to for more info on this series and author. And that’s just the mysteries! For science fiction fans, we have “The Dangerous Scarecrow,” by Carl Jacobi—he was a member of the Lovecraft Circle, whose talents extended far beyond weird fantasy into science fiction. Plus I’ve snuck in another of my own tales, “Tap Dancing,” a gentle ghost story. I never truly understood it when other writers said some stories were “gifts” that just came to them—until this story came to me. George Scithers placed it in the 300th issue of Weird Tales. It was the best thing I had written at that point in my career, and I wrote it almost word for word in its final form in one sitting. Truly it was a gift. We have not one, but two science fiction novels—Eando Binder’s 1971 classic, The Secret of the Red Spot, and Stephen Marlowe’s Revolt of the Outworlders. Good stuff. Here’s the complete lineup: Mysteries “One Corpse, Guaranteed!” by Murray Leinster [short story] “Thieves’ Blueprint,” by Dale Clark [short story] “Only Time Will Tell,” by Hal Charles [Solve-It-Yourself short-short] “The Duelist,” by David Dean [Barb Goffman Presents short story] Bull-Dog Drummond’s Third Round, by Sapper [novel, Bulldog Drummond series] “The Broken Marconigram,” by Frank Lovell Nelson [short story, Carlton Clarke #9]] Science Fiction & Fantasy “Tap Dancing,” by John Gregory Betancourt[short story] “The Dangerous Scarecrow,” by Carl Jacobi [short story] Revolt of the Outworlds, by Stephen Marlowe [novel] The Secret of the Red Spot, by Eando Binder [novel]
Includes an indexed bibliography of the first 150 years of Maya osteology. This volume pulls together a spectrum of bioarchaeologists that reveal remarkable data on Maya genetic relationship, demography, and diseases.
This book introduces the method of automorphic descent, providing an explicit inverse map to the (weak) Langlands functorial lift from generic, cuspidal representations on classical groups to general linear groups. The essence of this method is the study of certain Fourier coefficients of Gelfand-Graev type, or of Fourier-Jacobi type when applied to certain residual Eisenstein series. This book contains a complete account of this automorphic descent, with complete, detailed proofs. The book will be of interest to graduate students and mathematicians, who specialize in automorphic forms and in representation theory of reductive groups over local fields. Relatively self-contained, the content of some of the chapters can serve as topics for graduate students seminars.
Measures of Active Labor Market Policy - such as training, wage subsidies, public employment measures, and job search assistance - are widely used in European countries to combat unemployment. This study provides novel insight on this important policy issue by discussing the role of the European Commission's Employment Strategy, reviewing the experiences made in European states, and giving the first ever quantitative assessment of the existing cross-country evidence.
This work has been selected by scholars as being culturally important, and is part of the knowledge base of civilization as we know it. This work was reproduced from the original artifact, and remains as true to the original work as possible. Therefore, you will see the original copyright references, library stamps (as most of these works have been housed in our most important libraries around the world), and other notations in the work. This work is in the public domain in the United States of America, and possibly other nations. Within the United States, you may freely copy and distribute this work, as no entity (individual or corporate) has a copyright on the body of the work. As a reproduction of a historical artifact, this work may contain missing or blurred pages, poor pictures, errant marks, etc. Scholars believe, and we concur, that this work is important enough to be preserved, reproduced, and made generally available to the public. We appreciate your support of the preservation process, and thank you for being an important part of keeping this knowledge alive and relevant.
This book provides an accessible introduction to knot theory, focussing on Vassiliev invariants, quantum knot invariants constructed via representations of quantum groups, and how these two apparently distinct theories come together through the Kontsevich invariant. Consisting of four parts, the book opens with an introduction to the fundamentals of knot theory, and to knot invariants such as the Jones polynomial. The second part introduces quantum invariants of knots, working constructively from first principles towards the construction of Reshetikhin-Turaev invariants and a description of how these arise through Drinfeld and Jimbo's quantum groups. Its third part offers an introduction to Vassiliev invariants, providing a careful account of how chord diagrams and Jacobi diagrams arise in the theory, and the role that Lie algebras play. The final part of the book introduces the Konstevich invariant. This is a universal quantum invariant and a universal Vassiliev invariant, and brings together these two seemingly different families of knot invariants. The book provides a detailed account of the construction of the Jones polynomial via the quantum groups attached to sl(2), the Vassiliev weight system arising from sl(2), and how these invariants come together through the Kontsevich invariant.
In this updated edition of his classic book, New York Times bestselling author Dr. David Jeremiah offers biblically based, practical instruction for living a confident life in a world filled with chaos and crisis. Confidence can be hard to come by these days as millions of people experience immeasurable, unanticipated challenges. People are losing their jobs, their houses, and their life savings at an unprecedented rate. Violence, natural disasters, and moral depravity seem to be skyrocketing. In the midst of all this chaos, we need to know . . . what on earth should we do now? Bible teacher Dr. David Jeremiah brings a message of hope and confidence from the priceless counsel of the Word of God. If we rely on God's Word to advise us, calm us, and fill us with hope and trust in the One who understands what is happening, we can weather any storm. Dr. Jeremiah answers our most urgent questions, including: How can we weather this storm with a calm heart? What does it truly mean to “wait on the Lord”? What is Jesus saying to our chaotic world today? How on earth did we get into this mess? Can we take a broken world and rebuild it into something fruitful? Living with Confidence in a Chaotic World shows us all that with the power and love of Almighty God, we can live with confidence in this age of turmoil.
Timely and encouraging words to initiate a fresh experience of God's grace. By following the dramatic story of John Newton, the Amazing Grace hymn writer, and the apostle Paul's own encounter with the God of grace, pastor and teacher Dr. David Jeremiah helps readers understand the freeing power of permanent forgiveness and mercy. Dramatic stories and biblical insights highlight the very personal effects of grace and how grace: wondrously spans all our differences rescues us from our lostness helps us overcome our weaknesses, takes us from victims to victors
This book provides an accessible introduction to knot theory, focussing on Vassiliev invariants, quantum knot invariants constructed via representations of quantum groups, and how these two apparently distinct theories come together through the Kontsevich invariant. Consisting of four parts, the book opens with an introduction to the fundamentals of knot theory, and to knot invariants such as the Jones polynomial. The second part introduces quantum invariants of knots, working constructively from first principles towards the construction of Reshetikhin-Turaev invariants and a description of how these arise through Drinfeld and Jimbo's quantum groups. Its third part offers an introduction to Vassiliev invariants, providing a careful account of how chord diagrams and Jacobi diagrams arise in the theory, and the role that Lie algebras play. The final part of the book introduces the Konstevich invariant. This is a universal quantum invariant and a universal Vassiliev invariant, and brings together these two seemingly different families of knot invariants. The book provides a detailed account of the construction of the Jones polynomial via the quantum groups attached to sl(2), the Vassiliev weight system arising from sl(2), and how these invariants come together through the Kontsevich invariant.
The origin and evolution of the primordial perturbation is key to understanding structure formation in the earliest stages of the Universe. Giving a thorough account of theoretical cosmology and perturbations in the early Universe, this graduate-level textbook describes their observational consequences and how such observations relate to primordial physical processes.
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