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- Further integral inequalities related to Hardy's inequality
- ELEMENTS OF RINGS WITH EQUAL SPECTRAL IDEMPOTENTS
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- SINGULARLY PERTURBED C0-SEMIGROUPS AND NONHOMOGENEOUS DIFFERENTIAL EQUATIONS
- ON INTEGRAL REPRESENTATIONS OF THE DRAZIN INVERSE IN BANACH ALGEBRAS
- A Hilbert type inequality G. D. Handley, J. J. Koliha and J. Pecaric
- Mean, Meaner and the Meanest Mean Value Theorem
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- Integr. equ. oper. theory 99 (9999), 126 0378-620X/99000-0, DOI 10.1007/s00020-003-0000
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- Opial type Lp -inequalities for fractional
- New HilbertPachpatte type integral inequalities
- Block diagonalization J. J. Koliha, Melbourne
- Weyl type theorems for bounded linear operators
- PERTURBATION OF THE DRAZIN INVERSE FOR CLOSED LINEAR OPERATORS
- THE DRAZIN AND MOOREPENROSE INVERSE IN By J. J. Koliha
- Continuity and general perturbation of the Drazin inverse for closed linear
- Equations ax = c and xb = d in rings and rings with involution with applications to Hilbert
- Factorization of EP elements of C D. S. Djordjevic, J. J. Koliha and and I. Straskraba
- Integr. equ. oper. theory 99 (9999), 15 0378-620X/99000-0, DOI 10.1007/s00020-003-0000
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- FREDHOLM PROPERTIES OF THE DIFFERENCE OF ORTHOGONAL PROJECTIONS IN A HILBERT SPACE
- Proceedings of the Royal Society of Edinburgh: Submitted Paper 22 April 2004 New additive results for the g-Drazin inverse
- The difference and sum of projectors J. J. Koliha a,, V. Rakocevic b,1
- INTEGRAL REPRESENTATIONS OF THE g-DRAZIN INVERSE IN C
- LEBESGUE THROUGH NEWTON INTEGRAL J. J. Koliha
- CLOSED SEMISTABLE OPERATORS AND SINGULAR DIFFERENTIAL EQUATIONS
- Invertibility of the difference of idempotents J. J. Koliha
- SPECTRAL THEOREM FOR NORMAL MATRICES K. Zitny, J. Kozanek and J. J. Koliha
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- Weighted Opial inequalities J. J. Koliha
- Opial inequalities for fractional derivatives G. A. Anastassiou, J. J. Koliha and J. Pecaric
- HILBERT-PACHPATTE TYPE INTEGRAL INEQUALITIES FOR FRACTIONAL DERIVATIVES
- ON INEQUALITIES IN NORMED LINEAR SPACES AND APPLICATIONS
- Perturbation of the Drazin inverse for matrices with equal eigenprojections at zero
- Elements of C -algebras commuting with
- THE MAPPING x,y IN NORMED LINEAR SPACES AND REFINEMENTS OF THE
- Power bounded and exponentially bounded matrices
- On West and Stampfli decomposition of operators
- ISOLATED SPECTRAL POINTS J. J. KOLIHA
- CONTINUITY AND DIFFERENTIABILITY OF THE MOOREPENROSE INVERSE IN C
- SEMI-ITERATIVE METHODS FOR THE DRAZIN INVERSE SOLUTION OF LINEAR EQUATIONS
- Error bounds for perturbation of the Drazin inverse of closed operators with equal
- The Mapping p x,y in Normed Linear Spaces
- THE WEIGHTED g-DRAZIN INVERSE FOR OPERATORS
- Spectral sets II J. J. Koliha and Pak Wai Poon
- Fundamental Theorem of Calculus for Lebesgue Integration
- The Drazin inverse for closed linear operators J. J. Koliha and Trung Dinh Tran
- Invertibility of the sum of idempotents J.J. Koliha and V. Rakocevic
- Rolle to Cauchy J.J. Koliha
- Two mappings related to semi-inner products and their applications in geometry of normed
- INTEGRAL REPRESENTATION OF THE DRAZIN INVERSE * N. CASTRO GONZ'ALEZy, J. J. KOLIHAz, AND YIMIN WEIx
- A Simple Proof of the Product Theorem for EP Matrices
- PERTURBATION OF THE DRAZIN INVERSE FOR CLOSED LINEAR OPERATORS
- Spectral sets J. J. K O L I H A (Melbourne)
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- The Drazin inverse for closed linear operators J. J. Koliha and Trung Dinh Tran
- SPECTRAL THEOREM FOR NORMAL MATRICES K. ~Zitn'y, J. Koz'anek and J. J. Koliha
- Error bounds for a general perturbation of the Drazin inverse
- Range projections of idempotents in C* -algebras J. J. Koliha
- HILBERT-PACHPATTE TYPE INTEGRAL INEQUALITIES FOR FRACTIONAL DERIVATIVES*
- J. J. Koliha, Department of Mathematics and Statistics, University of Melbourne, VIC 3010, Australia (e-mail: j.koliha@ms.unimelb.edu.au)
- A generalized Drazin inverse J. J. Koliha, University of Melbourne
- PERTURBATION OF THE DRAZIN INVERSE N. CASTRO GONZALEZ, J. J. KOLIHA
- Spectral sets II Appeared in Rend. Circ. Mat. Palermo (2) 47 (1998), 293-310
- ISOLATED SPECTRAL POINTS J. J. KOLIHA
- PERTURBATION OF THE DRAZIN INVERSE BY
- The difference and sum of projectors J. J. Koliha a,* , V. Rako~cevi'c b,1 , I. Stra~skraba c,2
- New Hilbert-Pachpatte type integral inequalities
- J. J. Koliha, Department of Mathematics and Statistics, University of Melbourne, VIC 3010, Australia (e-mail: j.koliha@ms.unimelb.edu.au)
- Further integral inequalities related to Hardy's inequality
- Weighted Opial inequalities J. J. Koliha
- Block diagonalization J. J. Koliha, Melbourne
- Continuity and general perturbation of the Drazin inverse for closed linear
- A Hilbert type inequality G. D. Handley, J. J. Koliha and J. Pe~cari'c
- Perturbation of the Drazin inverse for matrices with equal eigenprojections at zero
- Power bounded and exponentially bounded matrices
- ON INTEGRAL REPRESENTATIONS OF THE DRAZIN INVERSE IN BANACH ALGEBRAS
- HILBERT-PACHPATTE TYPE MULTIDIMENSIONAL INTEGRAL INEQUALITIES
- THE MAPPING ffix,y IN NORMED LINEAR SPACES AND REFINEMENTS OF THE
- Opial inequalities for fractional derivatives G. A. Anastassiou, J. J. Koliha and J. Pe~cari'c*
- The Mapping px,y in Normed Linear Spaces and its Applications in the Theory
- Error bounds for perturbation of the Drazin inverse of closed operators with equal
- Weyl type theorems for bounded linear operators
- A Simple Proof of the Product Theorem for EP Matrices
- Spectral sets J. J. K O L I H A (Melbourne)
- HILBERTPACHPATTE TYPE MULTIDIMENSIONAL INTEGRAL INEQUALITIES
- Positive solutions to the equations AX = C and XB = D for Hilbert space operators
- The nullity and rank of linear combinations of idempotent matrices
- Invertibility of the sum of idempotents J.J. Koliha and V. Rako~cevi'c *
- Elements of C* -algebras commuting with their Moore-Penrose inverse
- Proceedings of the Royal Society of Edinburgh: Submitted2Paper2 April 2004 New additive results for the g-Drazin inverse
- On the norm of idempotents in C* -algebras J.J. Koliha and V. Rako~cevi'c
- INTEGRAL REPRESENTATIONS OF THE g-DRAZIN INVERSE IN C* -ALGEBRAS
- A generalized Drazin inverse J. J. Koliha, University of Melbourne
- CLOSED SEMISTABLE OPERATORS AND SINGULAR DIFFERENTIAL EQUATIONS
- Invertibility of the difference of idempotents J. J. Koliha * V. Rako~cevi'c y
- Continuity of the Drazin inverse II by
- On West and Stampfli decomposition of operators
- SEMI-ITERATIVE METHODS FOR THE DRAZIN INVERSE SOLUTION OF LINEAR EQUATIONS
- Opial type Lp-inequalities for fractional derivatives
- THE DRAZIN AND MOORE-PENROSE INVERSE IN C*-ALGEBRAS
- CONTINUITY AND DIFFERENTIABILITY OF THE MOORE-PENROSE INVERSE IN C*-ALGEBRAS
- ON INEQUALITIES IN NORMED LINEAR SPACES AND APPLICATIONS
- ELEMENTS OF RINGS WITH EQUAL SPECTRAL IDEMPOTENTS
