Martensitic transformations, viewed as continuous mappings between triply periodic minimal
surfaces (TPMSs), as suggested by Hyde and Andersson (Z. Kristallogr. 1986, 174, 225 …

We provide an existence proof for two 1-parameter families of embedded triply periodic
minimal surfaces of genus three, namely, the tG family with tetragonal symmetry that …

Martensitic transformations, viewed as continuous transformations between triply periodic
minimal surfaces (TPMS), as originally proposed by Hyde and Andersson [Z. Kristallogr …

Triply periodic minimal surfaces have been studied in many fields of natural science, and in
particular, many one-parameter families of triply periodic minimal surfaces of genus three …

We construct one-parameter families of nonperiodic embedded minimal surfaces of infinite
genus in T*R, where T denotes a flat 2-tori. Each of our families converges to a foliation of …

We construct minimal surfaces by gluing singly periodic Karcher–Scherk saddle towers
along their wings. Such constructions were previously implemented assuming a horizontal …

Triply periodic minimal surfaces are surfaces in R 3 which locally minimize area with three
linearly independent vectors by which translations induce isometries of the surface …

This thesis addresses the entropically driven colloidal self-assembly of pear-shaped particle
ensembles, including the formation of nanostructures based on triply periodic minimal …

Krystof Dolezal Page 1 Krystof Dolezal Curriculum Vitae Permanent address: Prague, Czech
Republic / Study address: Vienna, Austria +420602576391 / dolezal_krystof@phd.ceu.edu 1 …