Author name: tirta

Boundedness of a function describes the limits within which its values lie. Upper and lower bounds define the maximum and […]

A uniform continuous bounded set in a metric space is a set that is both uniformly continuous and bounded. Uniform

Bounded and unbounded entities are mathematical objects that have distinct properties. Bounded entities, like circles or intervals, have a finite

Bounded entities, like bounded sets, operators, and functions, have a finite limit or boundary that defines their range of values.

In graph theory, graphs can be classified into bounded and unbounded graphs. Bounded graphs have a finite number of vertices

Bound entities, such as molecules and atoms, are joined by chemical bonds, while unbound entities are not. Bound entities exist

Small bounded space refers to an architectural environment with limited physical dimensions, where the interplay of architectural elements, including structural

In mathematics, real numbers form a vector space over the field of rational numbers. They satisfy the axioms of a

Rational numbers are those that can be expressed as a fraction of two integers. They form a subset of real

Large cardinals, such as inaccessible, Mahlo, weakly compact, and supercompact cardinals, provide generic absoluteness. This means that certain properties hold

Introduction: The Cantor set, a famous example of a fractal, is a set of real numbers with interesting properties. This

Can Uncountable Cardinal Numbers Contain Reality? Exploring the Enigma of Infinity. This blog delves into the fascinating intersection of mathematics,