statement
tangencies
I am architect that understands art as non-disciplinary field of operations in which I proceed detecting tangencies, vibrations that tend to a limit. I am interested in infinitesimal changes and unnoticed rythms and I work with differential calculus, based on derivatives and integrals.
My practice is based on actions that implicitly catch in flight the nuance of difference. I enjoy letting myself be carried away the accident so I work close to experimentalism, without any particular style. The projects I propose are usually carried out through autonomous process of “letting things do”, a self-abandonmethod in which I intervene as a mediator and where the structuring action iswaiting. Waiting for something that I haven’t thought about to happen and trustthat when it does, I can recognize it.


The tangent line is the line that intesects a function f at a single point P.
(PQ) is secant to the curve f in two points, P and Q.
Its equation is expressed us:

               

Thus (PQ) will be tangent to the curve f when P and Q coincide.

That is when h tend to 0.

Therefore, the tangent or derivative f´(x) is the instanteneous rate of change.
Expressed as:
           

             

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Mark