Marina Semenova

SUBLATTICES OF LATTICES OF ORDER-CONVEX SETS, III: THE CASE OF TOTALLY ORDERED SETS

For a partially ordered set P, let Co(P) denote the lattice of all order-convex subsets of P. For a positive integer n, we denote by

Sublattices of lattices of order-convex sets, II. Posets of finite length

{\bf SUB}(\mathcal{LO})

3,4-Disubstituted isothiazoles: novel potent inhibitors of VEGF receptors 1 and 2.

(resp., SUB(n)) the class of all lattices that can be embedded into a lattice of the form \[ \prod_{i\in I}{\bf Co}(T_i)\,, \] where is a family of chains (resp., chains with at most n elements). We prove the following results: (1) Both classes

(1,2,3-Triazol-4-yl)benzenamines: synthesis and activity against VEGF receptors 1 and 2.

{\bf SUB}(\mathcal{LO})

1-(Azolyl)-4-(aryl)-phthalazines: novel potent inhibitors of VEGF receptors I and II.

and SUB(n), for any positive integer n, are locally finite, finitely based varieties of lattices, and we find finite equational bases of these varieties. (2) The variety

ON LATTICES EMBEDDABLE INTO LATTICES OF ORDER-CONVEX SETS: CASE OF TREES

{\bf SUB}(\mathcal{LO})

Mitochondriotropic and Cardioprotective Effects of Triphenylphosphonium-Conjugated Derivatives of the Diterpenoid Isosteviol

is the quasivariety join of all the varieties SUB(n), for 1≤n<ω, and it has only countably many subvarieties. We classify these varieties, together with all the finite subdirectly irreducible members of

3-Amino-thieno[2,3-b]pyridines as microtubule-destabilising agents: Molecular modelling and biological evaluation in the sea urchin embryo and human cancer cells

{\bf SUB}(\mathcal{LO})

Lattices of Order-Convex Sets of Forests

. (3) Every finite subdirectly irreducible member of

On continuous noncomplete lattices

{\bf SUB}(\mathcal{LO})