Yinon Spinka
Office: Schreiber Building, OpenSpace
About me
I am currently a Ph.D. student working in the field of probability under the supervision of
Ron Peled.
I completed my master's degree at TelAviv University also under the supervision of Ron Peled. My thesis was
Random Walk with LongRange Constraints.
Teaching
Papers
Some Illustrations



Uniformly sampled homomorphisms from the graph P_{n,d} to the integers, where P_{n,d} is a segment with edges between vertices of different parity at distance at most 2d+1.
The case d=0 is just a simple random walk.


Uniformly sampled Lipschitz functions on the graph P_{n,d}.
The case d=0 is just a random walk with independent uniform increments in [1,1].




The fullypacked O(n) loop model with its corresponding representations as a height function and as a room with boxes.


Positive and negative clusters induced by the height function representation of the loop model.
