[PDF] Top 20 Biología y Geología 1º ESO Instituto

... with different branches of science. The Fibonacci numbers has a direct link with the operational research, statistics and computational mathematics (Vajda, 2008) covering different geometric topics ... See full document

... unique number – the Golden ...real number (1.618…), the Golden Ratio has been branded by mathematicians as the divine or ideal ...tried different ways to harness ... See full document

... called golden ratio or golden propor- tion has been studied by many authors for generalization from different points of ...the Golden section and Fibonacci numbers in ... See full document

... functions-hyperbolic Fibonacci functions based on the “golden ratio”, and hyperbolic Fibonacci -functions based on the “metallic proportions” ( is a given natural number), were intro- ... See full document

... bacterial floras and the relationships between biofilms and bac- teria and the emergence of ...bacterial floras (aerobes, aero-anaerobes, and anaerobes), detection of the presence of biofilms by microscopic ... See full document

... Iyer [] gave some relations connecting the Fibonacci and Lucas quaternions. In [], Swamy derived the relations of generalized Fibonacci quaternions. Iakin [, ] intro- duced the concept of a higher ... See full document

... mance, the author suggests developing an effective approach to this concern. It is proposed that both theorists and performers understand structure as process, and that this particular process expresses the unfolding of ... See full document

... On the other hand, most decision-making instances include a sequence of approvals or vetoes. In this scheme, regardless of the evaluation method(s), whether an initial idea (a project proposal, for instance) will be ... See full document

... the golden ratio, including its appearance in the dimensions of a regular pentagon and in a golden rectangle, which may be cut into a square and a smaller rectangle with the same aspect ...The ... See full document

... We prove this theorem in Section 2. In the rest of the paper, we restrict our attention to ternary alphabets. Every ternary alphabet can be assumed to be of the form A = {0, 1, m} for some m > 1 because shifting the ... See full document

... The golden ratio has fascinated western philosophers, mathematicians, artists, sculptors, scientists and almost all intellectuals in all walks of life for at least 2,400 ...the golden ratio in ... See full document

... A set S  V is a dominating set if every vertex in V\S is adjacent to at least one vertex in S. The domination number  (G ) is the minimum cardinality of a dominating set in G. Pike and Zhou [14] proved the ... See full document

... three different ethnobotanical datasets: two datasets of medicinal plants and a dataset of non-medicinal plants (handicraft production, domestic and agro-pastoral practices) and two floras of the Amalfi ... See full document

... the Golden ratio based ionic radii was established for bond lengths between two different atoms, d(AB), in many inorganic, organic and biological molecules, see ...The Golden ratio was ... See full document

... and ratio in the natural ...the Fibonacci numbers and Phi relationship between the waves on the electrocardiogram ...galaxies. Fibonacci resonance can explain why the orbital distances of planets and ... See full document

... The archetypical example of A. Connes noncommutati- -ve geometry [1]-[10] which at the same time the simplest and clearest is understandably the famous Penrose fractal tiling multiverse [7]-[9]. This generic and ... See full document

... and languages, paving the way for future compositions which will continue to develop these internal ideologies. The listeners are, of course, invited to interpret the composition in their own way; it is unlikely that ... See full document

... Self-defined proportion methods use proportions defined by different authors. Figure 2 illustrates several examples. As shown in Fig. 2a, Gabriel-Sanz et al. [9] used only the lower part of the human body for ... See full document

... bolic Fibonacci and Lucas functions based on the golden mean [6-8]—and a proof of the existence of infinite number of similar hyperbolic functions - hyperbolic Fi- bonacci and Lucas -functions ( ... See full document

... Fibonacci sequence is named after Italian Mathematician Leonardo Pisano ( known as Fibonacci worldwide). Fibonacci used the arithmetic series to illustrate a problem based on a pair of breeding ... See full document