Current Titles
Fairies With Problems: What They Really Said
By Ron Lenk
The Little Princess dons scuba gear to visit the Merprince, who turns out to be an imposter who gets drunk on water. Jill does IT repair by climbing giant beanstalks into the sky, where she meets two of the three women she marries. Little Red Riding Hood is a liar and a kleptomaniac, who discovers her true calling telling her fabulous life stories to some German Professors. And the Princess is a CPA who overnight finds a discrepancy in the accounting about a sack of peas. Fairies with Problems: What They Really Said tells the real stories of how ordinary tailors, princesses and cats get through their daily lives with sarcasm, bad attitudes and laughing at their own jokes.
Suggested age: 10+
Everybody Has Their Thing
By Dr. Theresa Jaworski, Solange Gosselin (Illustrator)
This book is for kids who have medical, academic or emotional conditions, and may feel like they are the only ones. This book shows children with similar faces & conditions, so that kids can feel validated and less alone, and that their "Special Thing" doesn't have to limit them. They can understand and embrace what makes them special and unique.
Suggested age: 6+
Analytic Functional Equations
By Ron Lenk
Analytic Functional Equations brings the systematic method of Formal Power Series to bear on solving a wide variety of Functional Equations, quickly and without the traditional guesswork. Also covered are Finite Difference Equations, and how to go from them to both Ordinary and Partial Differential Equations. A final chapter deals with a new definition of Functional Derivatives and solves several Functional Differential Equations of interest in Physics. A variety of new results are given in the book, and exercises and a large number of examples are presented throughout.
Analytic Functional Equations: High School Edition for Math Contests!
By Ron Lenk
Analytic Functional Equations brings the systematic method of Formal Power Series to bear on a wide variety of Functional Equations, enabling students in math contests to solve Functional Equations quickly and without the traditional guesswork. Also covered are Finite Difference Equations, and how to go from them to both Ordinary and Partial Differential Equations. A final chapter deals with a new definition of Functional Derivatives and solves several Functional Differential Equations of interest in Physics. A variety of new results are given in the book, and exercises and a large number of examples are presented throughout.