Algebraic varieties over $\mathbb{Q}$ are among the fundamental objects in arithmetic geometry. We aim to study them by establishing and studying new cohomology theories. Here, one of our main ...

Berry used mathematical means to investigate what would happen to the neutron if the direction of the magnetic field changed ...

Worksheets can offer: Once students are familiar with numbers, they can start simple arithmetic. Geometry offers a wonderful ... Even at a primary level, students can start to understand basic data ...

This chapter begins with an introduction to sign magnitude representation of binary numbers. We discuss floating point arithmetic for representing large numbers and the IEEE standard that specifies ...

An example of a linear sequence. A list of numbers or diagrams that are in a particular order is called a sequence close sequenceA sequence is a set of numbers that follow a certain rule. For ...

Research Area A will focus on problems of algebraic nature with methods ranging from representation and cohomology theory to model theory and mathematical logic. The p-adic and characteristic p ...

Mary and Saint Luke are the figures in the foreground, placed on both sides of the composition, while the two more miniature ...

The geometric mean must be used when working with percentages, which are derived from values, while the standard arithmetic mean works with the values themselves. The geometric mean is the average ...

This book gives a broad overview of numerical computing, in a historical context, with special focus on the IEEE standard for binary floating point arithmetic. Key ideas are developed step by step, ...

Five Card Draw is the the ultimate poker showdown. Draw your hand, outbet your opponents and seize victory with the best 5-card hand or a compelling bluff. The objective of Five Card Draw is to ...