While on vacation, Rob discovers an alien space ship that had been entombed in a mountain cavern for centuries. They exit the cavern together and their future becomes inexorably intertwined, both mentally and spiritually. The ship, named Solomon, and Rob discover time travel with the help of an alien woman, Torena. Rob becomes obsessed with returning to his boyhood days as Torena becomes his mentor in his quest. The Wisdom of Solomon is a compelling story of how we influence each other as we speed down the rocky roads of life. Many decisions will affect the future, but some may even affect the past!
Gems from Solomon examines the life of King Solomon of Israel concerning the search for his 'soulmate' bride and a fulfilled life. It researches what Solomon confesses in his scriptural writings about his investigations and how and why it was all unsuccessful for him. The author includes the Proverbs 31 Woman commentary and a verse-by-verse study on the Song of Solomon (a Biblical book that is mostly misunderstood as it seems by many to be too erotic). Here "Songs" is shown to be a beautiful poetic epic of human love and faithfulness, while Proverbs 31 details the epitome of a woman's character. The concepts of true love and a successfully wholesome marriage are also examined, along with a detailed study on the creation of man and woman in Genesis. In a culture in which love is somewhat cheapish and the disdain of marriage so common, the author seeks to explain why many never find true love in a mate and how the marriage contract and ceremony, as defined in God's Word, are more important than we think. This book can perhaps help us understand God's will and provide a successful and satisfying Christian life from a devotional format.
First and foremost I didn’t create no words in this {LITTLE} Book! GOD THE FATHER, GOD THE SON AND GOD THE HOLY SPIRIT created them and will speak them to you. This {LITTLE} Book is for the body of CHRIST to be formed and not deformed. And we will be the real body of CHRIST that we are called to be with the Resurrection Power, we follow His Life sharing In His Suffering. We are going to live the high calling according to GOD’S Word in our Life. This {LITTLE} Book represents POWER and STRONG MIGHT for the enemy and his ways, it will break the back of his encampments, and also grow and endure the inner man and woman. This {LITTLE} Book was created to bring JESUS the second time and make us rise brightly HOME. The Body Of CHRIST is broken up and this world is finished, but the Body Of CHRIST Can Be unbroken up and formed for The GLORY Of GOD To ENDURE!
This undergraduate text takes a novel approach to the standard introductory material on groups, rings, and fields. At the heart of the text is a semi-historical journey through the early decades of the subject as it emerged in the revolutionary work of Euler, Lagrange, Gauss, and Galois. Avoiding excessive abstraction whenever possible, the text focuses on the central problem of studying the solutions of polynomial equations. Highlights include a proof of the Fundamental Theorem of Algebra, essentially due to Euler, and a proof of the constructability of the regular 17-gon, in the manner of Gauss. Another novel feature is the introduction of groups through a meditation on the meaning of congruence in the work of Euclid. Everywhere in the text, the goal is to make clear the links connecting abstract algebra to Euclidean geometry, high school algebra, and trigonometry, in the hope that students pursuing a career as secondary mathematics educators will carry away a deeper and richer understanding of the high school mathematics curriculum. Another goal is to encourage students, insofar as possible in a textbook format, to build the course for themselves, with exercises integrally embedded in the text of each chapter.
The second volume of a series devoted to reorganizing and simplifying proof of the classification of the finite simple groups. In a single chapter, it lays the groundwork for the forthcoming analysis of finite simple groups, beginning with the theory of components, layers, and the generalized Fitting subgroup, which has been developed largely since Gorenstein's basic 1968 text and is now central to understanding the structure of finite groups. Suitable as an auxiliary text for a graduate course in group theory. Member prices are $35 for individual and $47 for institutions. Annotation copyright by Book News, Inc., Portland, OR
This book is the tenth in a series of volumes whose aim is to provide a complete proof of the classification theorem for the finite simple groups based on a fairly short and clearly enumerated set of background results. Specifically, this book completes our identification of the simple groups of bicharacteristic type begun in the ninth volume of the series (see SURV/40.9). This is a fascinating set of simple groups which have properties in common with matrix groups (or, more generally, groups of Lie type) defined both over fields of characteristic 2 and over fields of characteristic 3. This set includes 11 of the celebrated 26 sporadic simple groups along with several of their large simple subgroups. Together with SURV/40.9, this volume provides the first unified treatment of this class of simple groups.
The highly anticipated follow-up to Booklist’s Top Ten Best Horror of 2016 selection The Gods of H.P. Lovecraft The Demons of King Solomon is the innovative sequel to JournalStone Publishing’s bestselling anthology The Gods of H.P. Lovecraft. This anthology explores the legendary demonic bestiary of King Solomon by bringing together popular authors in horror, occultism, and dark fantasy, including many NY Times bestsellers, as well as featuring original artwork by John Coulthart and descriptions of the demons by Richard Smoley. The mythology of King Solomon and his Solomonic magic played a key role in the history of magic and occultism and influenced countless haunting and fantastical tales. The traditions of goëtia and grimoire owe their uniqueness to the legendary accounts of different classes, abilities, and categories of demons. Asmodeus, Belial, Abyzou, and Marchosias—these cryptic, evocative names continue to fascinate and terrify those who dare to utter them. The Demons of King Solomon collects twelve all-new demonic tales from: Asmodeus (Stephen Graham Jones) Marchosias (Michelle Belanger) Ephippas (Whitley Strieber) Ronove (Ronald Malfi) Amdusias (Philip Fracassi) Hanar (Jonathan Maberry) Ornias (Richard Chizmar) Buer (Scott Sigler) Agaras (R.S. Belcher) Abyzou (J.D. Horn) Caim (Seanan McGuire) Belial (Michael Griffin) Commentary on each demon by Richard Smoley
The fifth volume of the study proves two, and part of the third, of the planned five stages for the generic cast of the classification of finite simple groups. The main result is that either G has a p-uniqueness subgroup for some prime p, or that G has a neighborhood of semisimple subgroups that demonstrate certain properties in common with those in target simple groups G*. All this is preparation for the final stages, which are expected to deduce that G is about the same as G* for some known simple G*. Stay tuned. Perhaps an index will be deemed meet when the final answers are revealed. Annotation copyrighted by Book News, Inc., Portland, OR
This book is the ninth volume in a series whose goal is to furnish a careful and largely self-contained proof of the classification theorem for the finite simple groups. Having completed the classification of the simple groups of odd type as well as the classification of the simple groups of generic even type (modulo uniqueness theorems to appear later), the current volume begins the classification of the finite simple groups of special even type. The principal result of this volume is a classification of the groups of bicharacteristic type, i.e., of both even type and of p-type for a suitable.
Provides a collection of uniqueness and pre-uniqueness theorems for G, with chapters on general lemmas, strongly embedded subgroups and related conditions on involutions, p-component uniqueness theorems, and properties of K-groups. Topics include permutation groups, the fundamental 2-uniqueness theorem of Michael Aschbacher and its three corollaries, theorems SA and SF of Goldschmidt and Holt, and K-groups M whose set of involutions is permuted transitively by some subgroup of M of odd order. Includes a glossary. Annotation copyrighted by Book News, Inc., Portland, OR
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