Author Spotlight: Sun Jung Oh
نویسندگان
چکیده
منابع مشابه
Stress under the sun: spotlight on ultraviolet-B responses.
The UV-B spectral band (280–315 nm) contributes less than 2% of the short-wave photons received by terrestrial organisms in most natural environments. Concerns about potential impacts of stratospheric ozone depletion contributed to spark interest in studies of plant responses to enhanced UV-B levels during the last two decades (Caldwell et al., 2003). In connection with this research, two relat...
متن کاملAuthor ' s personal copy Two qubits for C . G . Jung ’ s theory of personality Action
We propose a formalization of C.G. Jung’s theory of personality using a four-dimensional Hilbert-space for the representation of two qubits. The first qubit relates to Jung’s four psychological functions: Thinking, Feeling, Sensing and iNtuition, which are represented by two groups of projection operators, {T, F} and {S, N}. The operators in each group are commuting but operators of different g...
متن کاملA Spotlight on Spotlight
In this paper, we have made an attempt to take a look under the hood of Spotlight and understand some of the following questions amongst others: • How well-integrated is Spotlight with the file system? • How reliable is the interface between Spotlight and the file system? • Is live update a myth or a reality under heavy file system activity? Based on our experiments, it seems that Spotlight is ...
متن کاملJung on Algebraic Functions
The author remarks in his preface that the material has been so arranged that "the text in large type . . . may be read by itself". Yet we find on page 34 (large type) references to equations (7) and (8), which are in small type. All these, however, are unimportant oversights, and the reviewer turns from this work with the feeling that there is in it a wealth of valuable information on practica...
متن کاملThe Abhyankar-jung Theorem
We show that every quasi-ordinary Weierstrass polynomial P (Z) = Z + a1(X)Z d−1 + · · ·+ ad(X) ∈ K[[X]][Z], X = (X1, . . . , Xn), over an algebraically closed field of characterisic zero K, such that a1 = 0, is ν-quasi-ordinary. That means that if the discriminant ∆P ∈ K[[X]] is equal to a monomial times a unit then the ideal (a i (X))i=2,...,d is monomial and generated by one of a i (X). We us...
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ژورنال
عنوان ژورنال: Digestive Diseases and Sciences
سال: 2021
ISSN: 0163-2116,1573-2568
DOI: 10.1007/s10620-021-06913-7