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The dead are gone. They count for nothing. Yet, if we count the dead, their number is staggering. And they account for most of what is great about civilization. Compared to the greatness of the dead, the accomplishments...

Do you want your children to enjoy learning math?

Teach them how to play!

In excerpts from author Denise Gaskins's most popular books, the *Let's Play Math Sampler* features ten kid-tested games covering math concepts...

A Study of the Rights, the Origin, and the Social Function of the Wealthier Classes.

This classic introduces the concepts and uses of probability theory. It demonstrates, without the use of higher mathematics, the application of probability to games of chance, physics, reliability of witnesses,...

**An essential guide on high dimensional multivariate time series including all the latest topics from one of the leading experts in the field**

Following the highly successful and much lauded book, *Time Series...*

**You can help prevent math anxiety by giving your children the mental tools they need to conquer story problems.**

Young children expect to look at a word problem and instantly see the answer. But as they get older,...

**Rescue your child from math phobia — by playing games!**

You’ll love these math games because they give your child a sturdy foundation for understanding multiplication and fractions.

Help your child master the...

**Math Your Kids WANT to Do.**

You’ll love these math games because they give your child a strong foundation for mathematical success.

By playing these games, you strengthen your child’s intuitive understanding...

**Prevent math anxiety — by playing games!**

You’ll love these math games because they give your child a sturdy foundation for understanding addition and subtraction.

Help your child learn mental flexibility...

**Prepare your child for math success — by playing games!**

You’ll love these math games because they give your child a sturdy foundation for understanding mathematics.

Young children play with counting and number...

**Transform your child’s experience of math!**

Even if you struggled with math in school, you can help your children enjoy learning and prepare them for academic success.

Author Denise Gaskins makes it easy with...

Statistics for the Terrified Criminologist is a user-friendly introduction to elementary statistics, intended primarily for the reluctant, math-anxious/avoidant criminology student. Written in a personal and...

*A Logical Introduction to Probability and Induction* is a textbook on the mathematics of the probability calculus and its applications in philosophy. On the mathematical side, the textbook introduces these parts...

In honor of Andrew Wiles' proof of the theorem known as "Fermat's Last Theorem" stated 350 years ago—but unproven until this week (February, 1993). [Fermat's thoughts on primes did not fare so well, however....

Are you looking for creative ways to help your child learn math?

You don’t need a special workbook, teacher’s manual, or lesson plans. All you need is an inquiring mind and something interesting to think...

**Guides in the application of linear programming to firm decision making, with the goal of giving decision-makers a better understanding of methods at their disposal**

Useful as a main resource or as a supplement...

**Covers the latest methodologies and research on international comparative surveys with contributions from noted experts in the field**

*Advances in Comparative Survey Methodology* examines the most recent advances...

**Solve engineering and scientific partial differential equation applications using the PDE2D software developed by the author**** **

*Solving Partial Differential Equation Applications with PDE2D* derives and solves...

In 1931 Kurt Gödel published his fundamental paper, "On Formally Undecidable Propositions of *Principia Mathematica* and Related Systems." This revolutionary paper challenged certain basic assumptions underlying...

Mathematician Harald Bohr, motivated by questions about which functions could be represented by a Dirichlet series, devised the theory of almost periodic functions during the 1920s. His groundbreaking work influenced...