The interplay between art and engineering in the design process has always amazed me and I am convinced that architecture and mathematics are inextricably linked. I manifest this fact in all my projects and  I attach great importance to demonstrating and applying the vast capabilities of today's inventions.

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While digital technology offers a comprehensive representation and planning medium, algorithmic methodology enables prototyping, modelling, optimization and prediction of a systems behavior under a variety of conditions. Computation based methods provide the means to network and evaluate all relevant project information. In this way, the entire development and construction process of a project can be understood both visually and analytically. Thus, buildings become not only available in the form of individual graphical elements, but also as a linked data set, which in turn highly facilitates the monitoring and execution of the entire construction process.

 

Digital transformation essentially allows buildings to be represented as structured dynamic network systems. Can these systems be analyzed and simulated using mathematical methods, and if so, to what extent?

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My goal is to develop a deductive approach from the whole to the detail by developing specific tools and design solutions. Beyond general parametric modeling, I pursue the investigation and development of computational design tools and geometrically articulated algorithms.

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Driven by my passion for mathematics and algorithms, I pursue my interests with passion and ambition. Despite the ambivalent notions of what defines architecture as such, and despite the unpredictable obstacles that have arisen in today’s situation, I am determined to reach my full potential. All of this only motivates me further to make a great contribution to the development of innovative methods and groundbreaking discoveries in the field of architecture technology and computer science.

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