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Home Page of Paul C. Pasles

Paul C. Pasles, Villanova University. Department of Mathematics and Statistics. Saint Augustine Center 324. Read about Benjamin Franklin's Numbers. Check your local bookstore or order from Princeton University Press. You can read the reviews here. And the first chapter here. Nonanalytic automorphic integrals on the Hecke groups. Convergence of Poincaré series with two complex coweights. A Hecke correspondence theorem for nonanalytic automorphic integrals. J of Number Theory. 108:6, 2001. rare squares.

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Paul C. Pasles, Villanova University. Department of Mathematics and Statistics. Saint Augustine Center 324. Read about Benjamin Franklin's Numbers. Check your local bookstore or order from Princeton University Press. You can read the reviews here. And the first chapter here. Nonanalytic automorphic integrals on the Hecke groups. Convergence of Poincaré series with two complex coweights. A Hecke correspondence theorem for nonanalytic automorphic integrals. J of Number Theory. 108:6, 2001. rare squares.

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1 office

2 phone

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4 paulpasles@villanova edu

5 the book

6 or amazon

7 publications

8 acta arithmetica

9 contemporary mathematics

10 american mathematical monthly

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Home Page of Paul C. Pasles | pasles.com Reviews

https://pasles.com

Paul C. Pasles, Villanova University. Department of Mathematics and Statistics. Saint Augustine Center 324. Read about Benjamin Franklin's Numbers. Check your local bookstore or order from Princeton University Press. You can read the reviews here. And the first chapter here. Nonanalytic automorphic integrals on the Hecke groups. Convergence of Poincaré series with two complex coweights. A Hecke correspondence theorem for nonanalytic automorphic integrals. J of Number Theory. 108:6, 2001. rare squares.

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pasles.com

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Benjamin Franklin, Magician?

http://www.pasles.com/Franklin/Gazette/article.html

For the BRAND NEW. Benjamin Franklin, Magician? Paul C. Pasles. Dept of Mathematical Sciences. This short column, which appeared in the Fall 2000 Franklin Gazette. Is intended for a general audience . He would have taken a keen interest in the census results. Nevertheless, I wonder, what would Ben have listed as his occupation? Many titles and trades spring to mind: author, scientist, inventor, diplomat; not to mention postmaster, library founder, almanacist. Most likely he would go with "printer," o...

2

Solutions for the Franklin squares exercises in Math Horizons

http://www.pasles.com/Franklin/horizons.html

Solutions to the exercises which appear in. Digging For Squares ( Math Horizons. If the first row and the V-shaped bent row are both equal to the magic sum, then the entries are not distinct. Proof by picture:. In fact, it follows that there are (at most) only three distinct entries. Can you see why? 2 The two possible answers are these:. 3 YES Here is just one example. There are many others.). The magazine contains a slight typo, easily fixed. The " A. Should read " A. In the other order,. In the usual ...

3

Franklin Squares

http://www.pasles.com/Franklin.html

2000, 2006 Paul C. Pasles. For the BRAND NEW. Here are Ben Franklin's two famous magic squares which (together with their lesser-known counterparts) are discussed in my paper "The Lost Squares of Dr. Franklin," American Mathematical Monthly. June-July 2001. An entirely different approach is described in my new book on Franklin, due out soon! A hint can be found in "A Bent For Magic," Mathematics Magazine. Instead of requiring diagonal sums to be constant (as in a fully magic. The square was built two col...

4

Ben Franklin's Magic Circle

http://www.pasles.com/circle.html

For the BRAND NEW. June-July 2001). There you will find the first published construction of the magic circle, as well as the first publication of Franklin's handwritten correction to James Ferguson's printed description. The graphic here is taken from Sparks, and it preserves a couple of his typos. The corrected version can be found in my paper, and I will post that on this page soon. Email paul.pasles@villanova.edu. This page 2001 Paul C. Pasles.

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pasles.com

Home Page of Paul C. Pasles

Paul C. Pasles, Villanova University. Department of Mathematics and Statistics. Saint Augustine Center 324. Read about Benjamin Franklin's Numbers. Check your local bookstore or order from Princeton University Press. You can read the reviews here. And the first chapter here. Nonanalytic automorphic integrals on the Hecke groups. Convergence of Poincaré series with two complex coweights. A Hecke correspondence theorem for nonanalytic automorphic integrals. J of Number Theory. 108:6, 2001. rare squares.

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