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Mathematics Almost Everywhere: In Memory Of Solomon Marcus
The book is a collection of original papers, research and surveys, dedicated to the memory of the Romanian mathematician Solomon Marcus (1925-2016). Marcus published many papers and books in mathematical analysis, theoretical computer science, mathematical linguistics, poetics, theory of literature, semiotics, and several other fields less strongly connected to mathematics, like cultural anthropology, biology, history and philosophy of science, education. He exemplified an unimaginable richness of ideas.This volume intends to emphasize the mathematical fields in which Solomon Marcus worked, and demonstrate — as he also did — the interconnection between them. The authors who contribute to this volume are well-known experts in their fields. Most of them knew Solomon Marcus well, some even owed him for his decisive impulses for their careers and general development. With articles in so diverse areas, the volume will attract readers who would like to diversify their own knowledge or find unexpected connections with other topics.
Case and Gender
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Solomon Dark
Love has its own agenda in this twisty supernatural thriller steeped in the backdrop of the 1800s where a tortured slave is bitten by a vampire and gains supernatural abilities that sets him on a path of death and destruction as he searches to rescue his long-lost wife. In the year 1845, Solomon is a tortured slave on the Walken Plantation in South Carolina. Born a slave, Solomon yearns for his freedom. He’s married to Irene, the love of his life. One day, she’s sold off by master to a nearby plantation to pay off Master Walken’s debt. Heartbroken, Solomon escapes one night to find Irene so that they can escape north, to freedom. It’s dark, it’s cold, and slave catchers and dogs are tracking him down. Solomon meets a stranger, a unique black man he assumes is a free man, running into a nearby cabin. This stranger promises Solomon everything he yearns for—freedom, Irene, even power. But it comes with a cost.
Case and Gender
The cybernetic dream which pervades Soviet bureaucracy after Stalin produced a relatively liberal and generous science policy. In linguistics, the new spirit gave rise to a variety of trends professing to practise structural, mathematical or applied linguistics, and promising practical applications in natural language processing. The trends originating in the sixties comprise the so-called Set-theoretical School. In 1957 the mathematician Kolmogorov confronted the participants of a seminar on mathematical linguistics with a few pilot questions, such as what exactly do we mean when we say that two words are in the same case? The rigorous answers which the Set-theoretical School worked out for...
Children of Darkness
""I picked up a life form reading. Someone's alive over there."" With that short phrase, Captain Marcus Drake's partner, navigator Solomon Keys, will drastically alter the course of their lives. After picking up the signal of a distress beacon far into the galaxy, the two ex-smugglers decide to investigate the source-a large ship with a gaping hole in the side of the hull. Aboard the derelict spaceship floating millions of miles from the nearest civilization, a single woman-undercover Earth Force Agent Iaka Kazumi-survives in a sealed cryochamber. When Captain Drake wakes her, he inadvertently steps into a conspiracy that could destroy the Earth's government. The Omni Corporation from Earth ...
Finite Versus Infinite
The finite - infinite interplay is central in human thinking, from ancient philosophers and mathematicians (Zeno, Pythagoras), to modern mathe matics (Cantor, Hilbert) and computer science (Turing, Godel). Recent developments in mathematics and computer science suggest a) radically new answers to classical questions (e. g. , does infinity exist?, where does infinity come from?, how to reconcile the finiteness of the human brain with the infinity of ideas it produces?), b) new questions of debate (e. g. , what is the role played by randomness?, are computers capable of handling the infinity through unconventional media of computation?, how can one approximate efficiently the finite by the inf...
