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We propose a simple method for constructing formal deformations of differential graded algebras

A natural presymplectic structure for non-Lagrangian equations of motion governing the dynamics

A simple algorithm is proposed for constructing generators of gauge symmetry as well

of symplectic manifolds, not every classical observable on a contact manifold is generally quantized

We introduce the concept of a variational tricomplex, which is applicable both to variational

We consider inner deformations of families of A∞-algebras. With the help of noncommutative Cartan’s

We propose a simple approach to formal deformations of associative algebras. It exploits

Chiral Higher Spin Gravity with cosmological constant is constructed as a Free Differential Algebra

Using the concept of variational tricomplex endowed with a presymplectic structure, we formulate

We present a complete solution to the problem of Formal Higher Spin Gravities — formally consistent

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