In this article we explore the dynamic interplay between racism and ableismFor discrimination against someone based on perceived ‘‘ability’’Fin the resistance to school desegregation and inclusion of students with disabilities in general education. In attending to the workings of power that connect these two histories, we show how racialized notions of ability functioned to uphold segregated sc...

How does Wittgenstein understand quantification in the Tractatus? In particular, what becomes of higher-order quantification? Higher-order quantification is central to Frege’s and Russell’s universalist conception of logic, the conception that Russell vividly encapsulates in Introduction to Mathematical Philosophy: ‘logic is concerned with the real world just as truly as zoology, though with it...

Recent works have focused the analysis of chaotic phenomena in fractional discrete memristor. However, most papers been related to simulated results on system dynamics rather than their hardware implementations. This work reports implementation a new memristor map with “hidden attractors”. The is developed based memristive by using Grunwald–Letnikov difference operator. has flexible fixed point...

One can prove the following propositions: (1) For all sets A, B, C, p such that A ∩ B ⊆ {p} and p ∈ C and C misses B holds A ∪ C misses B. (2) For all sets A, B, C, p such that A ∩ C = {p} and p ∈ B and B ⊆ C holds A ∩ B = {p}. (3) For all sets A, B such that for every set y such that y ∈ B holds A misses y holds A misses ⋃ B. (4) For all sets A, B such that for all sets x, y such that x ∈ A an...

let $g$ be a group and $pi(g)$ be the set of primes $p$ such that $g$ contains an element of order $p$. let $nse(g)$ be the set of the number of elements of the same order in $g$. in this paper, we prove that the simple group $l_2(p^2)$ is uniquely determined by $nse(l_2(p^2))$, where $pin{11,13}$‎.‎

We present a sixth-order non-polynomial spline method for the solutions of two-point nonlinear boundary value problem u(4)+f(x,u)=0, u(a)=α1, u''(a)= α2, u(b)= β1,u''(b)= β2, in off step points. Numerical method of sixth-order with end conditions of the order 6 is derived. The convergence analysis of the method has been discussed. Numerical examples are presented to illustrate the applications ...