Sentence examples for tax functions from inspiring English sources

The set of admissible tax functions satisfies certain conditions.

Note that the elasticities depend on preferences, demographic and educational structure, and tax functions.

Let U be a set of tax functions that satisfy the conditions (1 -(4).

The conditions from the above mentioned result are fulfilled, due to the properties of the tax functions.

Moreover, the tax functions that satisfy the conditions (1 -(4) are uniformly bounded by the constant 1.

Therefore, many authors study the basic problem of voting on income taxations in terms of larger classes of tax functions.

So, for any pair which satisfy the feasibility conditions, the function cannot be an objection to the tax function and the tax function is a majority winner.

If, then and, which is not an objection to the tax function.

We shall prove that the progressive tax function t p = (a p, b p ), a p = -a r, b p = 1 - b r satisfies the desired inequality (actually in both cases, the progressive tax function is the same).

Hence the geometric representation (see Figures 1 and 2) will be the interior and the sides of the parallelogram whose vertices are A, B, C, D (for a regressive tax function) or A', B', C', D' (for a progressive tax function).

Fleurbaey and Maniquet (2006) designate the specific tax function which yields such a budget set as 'minimal'minimal