51.
                                                           
                                                          Euler's
                                                          Constant via
                                                          an Integral. 
                                                          To
                                                          appear:
                                                          Mathematical
                                                          Gazette.
   
                    50.    A
                        Compact Capstone Course in Classical Calculus,
                    Springer-Birkhäuser,
                      2023.
 A
                        Compact Capstone Course in Classical Calculus,
                    Springer-Birkhäuser,
                      2023.
      
         
                                    
                                     
                                49.
                                                           
                                                          Euler's
                                                          Constant and
                                                          Speed of
                                                          Convergence. 
                                                          Mathematical
                                                          Gazette
                                                          107 (2023),
                                                          320-323.
                                                          
                                    
   
                                                             
                                                            48.
                                                           
                                                          (with
                                                          A.McD. Mercer)
                                                          MathBit:
                                                          Jordan's
                                                          Inequality -
                                                          as Sharp as
                                                          You Please.
                                                          American
                                                          Mathematical
                                                          Monthly
                                      129 (2022), p129.
    
   
                                            47.
                                        Extending Extending
                                        Bernoulli's Inequality. College
                                              Mathematics Journal
                                      53 (2022), 149-150.
                                    
462/3. A cartoon: Which is Greater? Mathematical Intelligencer 43 (2021), p19. (https://doi.org/10.1007/s00283-020-10027-9)
461/3. A cartoon: The Summoning of Everynumber. Mathematical Intelligencer 42 (2020), p103. (https://doi.org/10.1007/s00283-019-09939-y)
46. (with A.McD. Mercer) Bounds for a general linear functional, application to series expansions. J. Classical Analysis 15 (2019), 119-122.
   
                                                             
                                                           
                                                          45.  
                                                          The
                                                          Levin-Steckin
                                                          Inequality and
                                                          Simple
                                                          Quadrature
                                                          Rules. 
                                                          Springer Optimization
                                                          &
                                                          Applications
                                                          151 (2019),
                                                          583-588.
                                            
44. (with G. Jameson) The Logarithmic Mean Revisited. American Mathematical Monthly 126 (2019), 641-645.
   
                                            43.
                                Note:
                                Another Approach to
                                \int\limits_{0}^{\pi} \log(2sinu)du.  Mathematical
                                              Gazette
                                      103 (2019), 138-140.
                                    
   
                                           
                                      42.   An
                                        improved Schwarz lemma at the
                                        boundary.  Open Mathematics 16
                                      (2018) 1140-1144.
    
   
                    41.  
                      Boundary Schwarz Inequalities
                        arising from Rogosinski's Lemma.  J.
                              Classical Analysis 12 (2018), 91-97.
                    
40. A Note on the Fejer and Levin-Steckin Inequalities. Analysis Mathematica 43 (2017), 99-102.
39. Cauchy's Mean Value Theorem Meets the Logarithmic Mean. Mathematical Gazette 101 (2017), 108-115.
           
          38.
                A
                Note on Inequalities due to Clausing and Levin-Steckin. 
            J.
              Mathematical Inequalities 11 (2017), 163-166.
            
   
                    37.    More
            Calculus of a Single Variable, Undergraduate Texts in Mathematics,
                      Springer, 2014.
          Reviews 
          Addenda &
                    Corrigenda
        More
            Calculus of a Single Variable, Undergraduate Texts in Mathematics,
                      Springer, 2014.
          Reviews 
          Addenda &
                    Corrigenda
26.   Schwarz-Pick Type
                  Estimates for the Hyperbolic Derivative. 
                J. Inequalities & Applications 6 (2006), Article
                #96368.
              
25.   Error Estimates
                  for Numerical Integration Rules. College
                Mathematics Journal 36 (2005), 27-34.
              
24.   (with A.McD.
                Mercer) New
                  Proofs of the Gruss Inequality. Australian J.
                Math. Analysis & Appl. 1 (2004), Article #12.
                       
                23.   (with G.T. Halliwell**) 
                A Refinement of an Inequality from Information Theory.
                J. Ineq. Pure & Appl. Math. 5 (2004), Article
                #3.  
22. The Number c in Cauchy's Average Value Theorem. Internat. J. Math. Educ. Sci. Tech. 35 (2004), 118-122.
21. On a Precursor to Stirling's Formula. Mathematical Gazette 87 (2003), 530-532.
20. Refined Arithmetic, Geometric, and Harmonic Mean Inequalities. Rocky Mountain J. Math. 33 (2003), 1459-1464.
19. On the Monotonicity of Two Well Known Sequences. College Mathematics Journal 34 (2003), 236-238.
18. On a Mean Value Theorem. College Mathematics Journal 33 (2002), 46-48.
17. Type, Fixed Point Iteration, and Mean Value Theorems. Internat. J. Math. Educ. Sci. Tech. 32 (2001), 308-312.
16. Another Look at Julia's Lemma. Complex Variables 43 (2000), 129-138.
15. Extensions of Steffensen's Inequality. J. Math. Analysis & Applications 246 (2000), 325-329.
14. (with A.McD. Mercer) Cauchy's Interlace Theorem & Lower Bounds for the Spectral Radius. Int. J. Math. & Math. Sci. 23 (2000), 563-566.
13. A Note on Alzer's Refinement of an Additive Ky Fan Inequality. Math. Inequalities & Applications 3 (2000), 147-148.
12. On a Strengthened Schwarz-Pick Inequality. J. Math. Analysis & Applications 234 (1999), 735-739.
11. The Notion of Type, As Regards Certain Geometric Limits. Internat. J. Math. Educ. Sci. Tech. 30 (1999), 146-148.
10. Compact Composition Operators Between Bergman Spaces on Convex Domains. Integral Eq. & Operator Theory 31 (1998), 482-488.
9. Composition Operators Over Convex Domains. Contemp. Math. 213 (1998), 137-143.
8. Sharpened Versions of the Schwarz Lemma. J. Math. Analysis & Applications 205 (1997), 508-511.
7. (with J.A. Cima) Composition Operators Between Bergman Spaces on Convex Domains. J. Operator Theory 33 (1995), 363-369.
6. (with A.McD. Mercer) Modified Sturm-Liouville Expansions. Methods and Applications of Analysis 2 (1995), 112-119.
5. (with B.D. MacCluer) Composition Operators on Hardy and Bergman Spaces on Convex Domains. Proc. A.M.S. 123 (1995), 2093-2102.
4. Extremal Disks and Composition Operators on Convex Domains. Rocky Mountain J. Math. 24 (1994), 1509-1520.
3. A General Hopf Lemma and Proper Holomorphic Maps Between Convex Domains. Proc. Amer. Math. Soc. 119 (1993), 573-578.
2. Complex Geodesics and Iterates of Holomorphic Maps on Convex Domains. Trans. Amer. Math. Soc. 338 (1993), 201-211.
 1.    Proper
Maps,
                  Complex Geodesics, and Iteration of Holomorphic Maps
                  on Convex Domains. Contemp. Math.137
                (1992), 339-342.
            
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