Titlebook: Asian Septorhinoplasty; Conundrums and Solut Eun-Sang Dhong,Min-Wha Na Book 2021 Springer Nature Singapore Pte Ltd. 2021 septorhinoplasty.s

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Patterns of Rationality: Concluding RemarksThe search for repeating patterns of rationality was nested in a comprehensive framework, compatible with, and inspired by, eco-cognitive epistemology.

ADORN

鉤針織物

Basel: eine reiche Region und ‘ihre’ globalisierte IndustrieDer Rhein, die Altstadt mit dem Münster und die ?Basler Chemie‘, das sind die drei Elemente des Stadtbildes, die sich jedem Besucher ins Ged?chtnis eingraben. Ohne die Bürohochh?user, die Fabrikationsgeb?ude und die Abluftkamine der Konzerne Novartis, Hoffmann-La Roche, Ciba Spezialit?ten Chemie und Clariant k?nnte man sich Basel kaum vorstellen.

維持

Artistic Research in/as Composition: Some Case NotesThe many case studies presented within the POINT project invite a re-evaluation of aspects of the critical milieu within which the materials are presented. This relates not only to the core themes of the book, but also to the changing social situation of composition, its performance and reception.

ALE

鼓掌

Bart Vanhecke/Straightening the Tower of PisaBart Vanhecke uses 54-tone interval-rows as a basis for compositional elaboration; central to the present project was the question of whether ‘optional’ rows computed via brute force procedures would be of additional compositional value when compared to those rows already considered optimal by the composer.

gout109

恃強凌弱的人

The Newton-Nelson EquationThe Newton-Nelson equation is a version of Newton’s law formulated in terms of mixed symmetric second order mean derivatives. It describes the motion of a quantum particle in the framework of stochastic mechanics.

信條

Djuro Zivkovic/Difference TonesDjuro Zivkovic often works with chord sequences created from combinations of different tones. We implemented his approach in various ways and compared the results with Zivkovic’s handwritten solutions.

Conflagration

Newtonian MechanicsLet . be a finite-dimensional manifold. Recall that on the manifold . there is a vertical distribution . (a sub-bundle of the second tangent bundle .) whose fibers consist of vectors tangent to the fibers of .. The vectors belonging to . are said to be . (see Section 2.1).