This volume includes 37 papers of mathematics or applied mathematics written by the author alone or in collaboration with the following co-authors: Cătălin Barbu, Mihály Bencze, Octavian Cira, Marian Niţu, Ion Pătraşcu, Mircea E. Şelariu, Rajan Alex, Xingsen Li, Tudor Păroiu, Luige Vlădăreanu, Victor Vlădăreanu, Ştefan Vlăduţescu, Yingjie Tian, Mohd Anasri, Lucian Căpitanu, Valeri Kroumov, Kimihiro Okuyama, Gabriela Tonţ, A. A. Adewara, Manoj K. Chaudhary, Mukesh Kumar, Sachin Malik, Alka Mittal, Neetish Sharma, Rakesh K. Shukla, Ashish K. Singh, Jayant Singh, Rajesh Singh,V.V. Singh, Hansraj Yadav, Amit Bhaghel, Dipti Chauhan, V. Christianto, Priti Singh, and Dmitri Rabounski. They were written during the years 2010-2014, about the hyperbolic Menelaus theorem in the Poincare disc of hyperbolic geometry, and the Menelaus theorem for quadrilaterals in hyperbolic geometry, about some properties of the harmonic quadrilateral related to triangle simedians and to Apollonius circles, about Luhn prime numbers, and also about the correspondences of the eccentric mathematics of cardinal and integral functions and centric mathematics, or ordinary mathematics; there are some notes on Crittenden and Vanden Eynden's conjecture, or on new transformations, previously non-existent in traditional mathematics, that we call centric mathematics (CM), but that became possible due to the new born eccentric mathematics, and, implicitly, to the supermathematics (SM); also, about extenics, in general, and extension innovation model and knowledge management, in particular, about advanced methods for solving contradictory problems of hybrid position-force control of the movement of walking robots by applying a 2D Extension Set, or about the notion of point-set position indicator and that of point-two sets position indicator, and the navigation of mobile robots in non-stationary and nonstructured environments; about applications in statistics, such as estimators based on geometric and harmonic mean for estimating population mean using information; about Godel’s incompleteness theorem(s) and plausible implications to artificial intelligence/life and human mind, and many more.

In 1996 the AMS awarded Goro Shimura the Steele Prize for Lifetime Achievement: "To Goro Shimura for his important and extensive work on arithmetical geometry and automorphic forms; concepts introduced by him were often seminal, and fertile ground for new developments, as witnessed by the many notations in number theory that carry his name and that have long been familiar to workers in the field." 120 of Shimura's most important papers are collected in five volumes. Volume V contains his mathematical papers from 2002 onwards and some notes to the articles.

The third volume of Arrow's Collected Papers concerns the basic concept of rationality as it applies to an economic decision maker. In particular, it addresses the problem of choice faced by consumers in a multicommodity world and presents specific models of choice useful in economic analysis. It also discusses choice models under uncertainty.

This book shows how phenomenology of the social sciences differs from positivistic approaches, and presents Schutz's theory of relevances--a key feature of his own phenomenology of the social world. It begins with Schutz's appraisal of how Husserl influenced him, and continues with exchanges between Schutz and Eric Voegelin, Felix Kaufmann, Aron Gurwitsch, and Talcott Parsons. This book presents, for the first time, Schutz's incisive criticisms of T.S. Eliot's theory of culture.

At the age of ten in the mid-1970’s, David Marcum discovered Mr. Sherlock Holmes, and from that point, he knew that the original 60 Canonical adventures would never be enough. This, coupled with his life-long desire to write, meant that eventually he would find a way to add new stories to The Great Holmes Tapestry. The years passed, and David collected, read, and chronologicized literally thousands of traditional Canonical Sherlockian pastiches. Then, in 2008, with time on his hands while laid off from his civil engineering job during the Great Recession, David finally found his way to Watson’s Tin Dispatch Box, producing The Papers of Sherlock Holmes. These first nine short stories originally sat on a shelf in his Holmes book collection before he eventually decided to share them with others. That first collection was initially published by a small press in 2011, and then in 2013 by the premiere Sherlockian publisher, MX Publishing - and after that, there was no turning back. Since then, in addition to editing over 60 volumes (most of which are Sherlockian anthologies), David has written and published over 80 Sherlockian adventures in a variety of anthologies and magazines. Now these are being collected - along with a few others that haven’t been seen before. These first five volumes contain the majority of David’s Holmesian stories - so far, with additional adventures to be collected and published as part of this ongoing series in 2022. Join us as we return to Baker Street and discover more authentic adventures of Sherlock Holmes, the man described by the estimable Dr. Watson as “the best and wisest . . . whom I have ever known.” The game is afoot! Volume V - Chronicles (20 Holmes Adventures) The Stolen Relic The Helverton Inheritance The Carroun Document The Reappearance of Mr. James Phillimore The Keadby Cross The Rhayader Affair The Cliddesden Questions The Affair of the Mother’s Return The Painting in the Parlour The Two Bullets The Coombs Contrivance The True Account of the Bushell Street Killing The Polmayne Puzzles The Curious Cardboard Boxes The Bizarre Affair of the Octagon House The Peculiar Persecution of Mr. Druitt The Service for the American Colonel The Rescue at Ypres The Problem of the Hindhead Minister The Edinburgh Bankers