Let N(r,m, n) (resp. M(r,m, n)) denote the number of partitions of n whose ranks (resp. cranks) are congruent to r modulo m. Atkin and Swinnerton-Dyer gave the relations between the numbers N(r,m,mn+k) when m = 5, 7 and 0 ≤ r, k < m. Garvan gave the relations between the numbers M(r,m,mn+k) when m = 5, 7, and 11, 0 ≤ r, k < m. Here, we show that the methods of Atkin and Swinnerton-Dyer can be e...

We derive the Atkin–Swinnerton–Dyer partition congruences for the modulus 11 by use of Winquist’s identity. Classification: 11P83

The original version of the Readiness for Interprofessional Learning Scale (RIPLS) was published by Parsell and Bligh (1999). Three sub-scales with acceptable or high internal consistencies were suggested, however two publications suggested different sub-scales. An investigation into how to improve the reliability for use of the RIPLS instrument with undergraduate health-care students commenced...

We searched up to height 107 for rational points on diagonal quartic surfaces. The computations fill several gaps in earlier lists computed by Pinch, Swinnerton-Dyer, and Bright.

Scott DeBoer is Flight Nurse, University of Chicago Hospitals, and Founder, Peds-R-Us Medical Education, Dyer, Ind. Teri Campbell is Flight Nurse, University of Chicago Hospitals, Chicago, Ill, and Flight Nurse, Aerocare, Sugar Grove, Ill. Michael Seaver is Senior Consultant, Global Health Solutions, CSC Consulting, Oak Brook, Ill. For correspondence, write: Scott DeBoer, RN, MSN, CEN, CCRN, CF...