NAME: SANDJON SITIO SERAPHIN ID # UD20297BBA28298 PHASE 2 COURSE: Seminar International Development I “FRACTAL TIME “ Date FEBRUARY‚ 2015 Fractal time by Gregg Bremen Introduction Fractal time is an endless pattern of time at different scale naturally occurring. and are created by repeating in an ongoing feedback loop the same pattern over and over again. How can we study these cyclical pattern and use it to our own advantage in our life By trying to understand how this
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Fibonacci sequence in arithmetic sequence The Fibonacci sequence is a series of numbers in which each number is the sum of the previous two. It starts with 0 and 1‚ which equals 1. Then 1 plus 2 equals 3‚ 2 plus 3 equals 5‚ and so on. n mathematical terms‚ the sequence Fn of Fibonacci numbers is defined by the recurrence relation With seed values[1] The Fibonacci numbers are represented practically everywhere. In the petals on a flower‚ or the arrangement of leaves along a stem‚ you
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design of low profile communications system is in high demand nowadays. The size of antenna can be designed with many kinds of miniaturization techniques. This thesis presents the design of a fractal patch microstrip antenna and a simple rectifying circuit. The antenna is a miniaturized first iteration Koch fractal island patch at 2.45 GHz ISM band (WiFi‚ RFID‚ Bluetooth‚ etc). It is intended for a rectenna which is used to harvest electric energy from bountiful the unused microwave RF signals into DC
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SL 1 The Koch Snowflake The Koch Snowflake is a fractal identified by Helge Von Koch‚ that looks similar to a snowflake. Here are the diagrams of the first four stages of the fractal - 1. At any stage (n) the values are denoted by the following – Nn - number of sides Ln - length of each side Pn - length of perimeter An - Area of snowflake Mentioned below are the values of these above variables‚ for the first 4 stages of the fractal. n 0 1 2 3 Nn 3 12 48 192 Ln 1 Pn 3 4
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Cited Bradly‚ Larry. "The Butterfly Effect - Chaos & Fractals." The Butterfly Effect – Chaos & Fractals. N.p.‚ Apr. 2008. Web. 01 Sept. 2012. Christensen et al. and others. “The Butterfly Effect." WiseGeek. Conjecture‚ 25 Aug. 2012. Web. 01 Sept. 2012. "Urban Dictionary: Butterfly Effect. "Urban Dictionary.” N.p.‚ n.d. Web.
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What exactly is the chaos theory? Some believe the chaos theory is one of the many theories that will be recognized in the centuries to come. The chaos theory embodies many conditions of science‚ such as physics‚ engineering‚ economics‚ philosophy‚ mathematics‚ music‚ and even psychology. The chaos theory is only beginning. The chaos theory is a theory used in different categories of science that a seemingly possible phenomena has an underlying meaning. When was chaos first
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Since its inception‚ science relied on predictability and order. The true beauty of science was its uncanny ability to find patterns and regularity in seemingly random systems. For centuries the human mind as easily grasped and mastered the concepts of linearity. Physics illustrated the magnificent order to which the natural world obeyed. If there is a God he is indeed mathematical. Until the 19th century Physics explained the processes of the natural world successfully‚ for the most part. There
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THE PROBLEM AND ITS BACKGROUND Introduction Waugh (2009) state that‚ in the era of science and technology biometric technology is becoming and more and more useful with its butches of application. It is useful at shops‚ schools‚ offices organizations‚ companies and libraries no matter how small or big it is. Biometrics has wide range of application ranging from visitors management‚ access control system‚ biometric‚ door locks‚ fingerprint readers and face recognition system Biometric time Attendance
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commonly-overlooked details that create the projection’s content. The viewer can notice fractal art within my projected imagery. New York artist‚ Edward Berko‚ renowned for exhibiting fractal art in Europe and the USA‚ says‚ “Nature makes fractals in all its processes: the formation of a forest‚ the paint which peels off a wall‚ the cracks in the road‚ the clouds in the sky‚ the wood which ages. In man also.” Fractals take place when there is
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May 16‚ 2013 Benoit Mandelbrot Born on November 20th‚ 1924 in Warsaw‚ Poland‚ Benoit B. Mandelbrot was a French and American mathematician known for developing the “theory of roughness” in nature as well as fractal geometry to prove his theory. . Mandelbrot asks“Can geometry deliver what the Greek root of its name [geo-] seemed to promise—truthful measurement‚ not only of cultivated fields along the Nile River but also of untamed Earth? Mandelbrot’s father bought and sold clothes while his mother
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