Writing Progeny: Elisa Albert and Philip Roth
نویسندگان
چکیده
منابع مشابه
Cytogenetic Characteristics of Weeping Birch (Betula pendula Roth) Seed Progeny in Different Ecological Conditions
The present study of cytogenetic characteristics in seed progeny of woody plants in stress and no-stress conditions is important for better arrangement of green spaces in cities and reforestation on anthropogenically polluted territories because it allows to select maternal trees producing seeds resistant to stress factors. The following cytogenetic characteristics of the root meristematic cell...
متن کاملDan Roth
My research focuses on the computational foundations of intelligent behavior. We develop theories and systems pertaining to intelligent behavior using a unified methodology – at the heart of which is the idea that learning has a central role in intelligence. We attempt to understand the role of learning in supporting intelligent inference and use this understanding to develop systems that learn...
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Shortly after the death of Albert von Schrenck-Notzing (1862-1929), the doyen of early twentieth century German para psychology, his former colleague in hypnotism and sexology Albert Moll (1862-1939) published a treatise on the psychology and pathology of parapsychologists, with Schrenck-Notzing serving as a prototype of a scientist suffering from an 'occult complex'. Moll's analysis concluded ...
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G lycosylation, the synthesis of branched sugar chains on proteins, is a posttranslational modifi ca-tion commonly found on membrane and secretory proteins. Glycosylation is important for proper protein folding, and the composition of the sugar chains can also be used to track a glycoprotein's maturation. When Jürgen Roth started working on glycoproteins, researchers had only recently begun pro...
متن کاملThe Thue–Siegel–Roth Theorem
In this paper we will give a proof of the Thue-Siegel-Roth Theorem, which states that for any algebraic number α and any ǫ > 0 there exists only a finite number of pairs of coprime integers p, q such that ∣ α − p q ∣ ∣ < 1 q2+ǫ . We will follow the proof as it is presented Leveque’s book, [8, ch 4]. This proof also deals with the more general case when p q is allowed to be an algebraic number i...
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ژورنال
عنوان ژورنال: Open Library of Humanities
سال: 2017
ISSN: 2056-6700
DOI: 10.16995/olh.262