- New York Journal of Mathematics New York J. Math.1 (1995) 130--148.
- FIELDS OF LORENTZ TRANSFORMATIONS ON SPACE-TIME Daniel Henry Gottlieb
- LORENTZ TRANSFORMATIONS AND STATISTICAL MECHANICS
- Functions and the Unity of Mathematics Daniel Henry Gottlieb
- Lectures on Vector Fields and the Unity of Mathematics Daniel H. Gottlieb
- Review of ``Poincar'e and the Three Body Problem'' by June BarrowGreen Daniel Henry Gottlieb
- GROUP ACTIONS AND THE SINGULAR SET DANIEL H. GOTTLIEB and MURAD OZAYDIN
- A DE MOIVRE LIKE FORMULA FOR FIXED POINT THEORY Daniel H. Gottlieb
- TOPOLOGY AND THE NON-EXISTENCE OF MAGNETIC MONOPOLES Daniel Henry Gottlieb
- The Sullivan Conjecture The Sullivan Conjecture in Homotopy Theory usually refers to a theorem about the
- TOPOLOGY AND THE NONEXISTENCE OF MAGNETIC MONOPOLES Daniel Henry Gottlieb
- THE LAW OF VECTOR FIELDS Daniel H. Gottlieb
- Contemporary Mathematics Volume 220, 1997
- A History of Duality in Algebraic Topology James C. Becker and Daniel Henry Gottlieb
- FIELDS OF LORENTZ TRANSFORMATIONS ON SPACETIME Daniel Henry Gottlieb
- VECTOR FIELDS AND TRANSFERS JAMES C. BECKER and DANIEL HENRY GOTTLIEB
- Contemporary Mathematics Volume 00, 0000
- EIGENBUNDLES, QUATERNIONS, AND BERRY'S PHASE Daniel Henry Gottlieb
- Contemporary Mathematics Volume 220, 1997
- THE ODD IMAGE THEOREM DANIEL HENRY GOTTLIEB
- Becker-Gottlieb Transfer The Becker-Gottlieb transfer is an S-map from the base to the total space of a fibration.
- The Sullivan Conjecture The Sullivan Conjecture in Homotopy Theory usually refers to a theorem about the
- Contemporary Mathematics Volume 00, 0000
- Review of "Poincare and the Three Body Problem" by June Barrow-Green Daniel Henry Gottlieb
- A GRAVITATIONAL LENS NEED NOT PRODUCE AN ODD NUMBER OF IMAGES
- THE LAW OF VECTOR FIELDS Daniel H. Gottlieb
- Lectures on Vector Fields and the Unity of Mathematics Daniel H. Gottlieb
- EIGENBUNDLES, QUATERNIONS, AND BERRY'S PHASE Daniel Henry Gottlieb
- A History of Duality in Algebraic Topology James C. Becker and Daniel Henry Gottlieb
- Zeroes of Pullback Vector Fields and Fixed Point Theory for Bodies Daniel Henry Gottlieb
- VECTOR FIELDS AND TRANSFERS JAMES C. BECKER and DANIEL HENRY GOTTLIEB
- A GRAVITATIONAL LENS NEED NOT PRODUCE AN ODD NUMBER OF IMAGES
- New York Journal of Mathematics New York J. Math.1 (1995) 130148.
- All the way with GaussBonnet and the Sociology of Mathematics
- LORENTZ TRANSFORMATIONS AND STATISTICAL MECHANICS
- Zeroes of Pullback Vector Fields and Fixed Point Theory for Bodies Daniel Henry Gottlieb
- Review of "Poincar'e and the Three Body Problem" by June Barrow-Green Daniel Henry Gottlieb
- GROUP ACTIONS AND THE SINGULAR SET by
- FIELDS OF LORENTZ TRANSFORMATIONS ON SPACE-TIME Daniel Henry Gottlieb
- The Sullivan Conjecture The Sullivan Conjecture in Homotopy Theory usually refers to a theorem abou*
- Contemporary Mathematics Volume 220, 1997
- TRANSFERS AND PERIODIC ORBITS OF HOMEOMORPHISMS Daniel Henry Gottlieb
- A DE MOIVRE LIKE FORMULA FOR FIXED POINT THEORY Daniel H. Gottlieb
- LORENTZ TRANSFORMATIONS AND STATISTICAL MECHANICS
- All the way with Gauss-Bonnet and the Sociology of Mathematics
- A DE MOIVRE LIKE FORMULA FOR FIXED POINT THEORY Daniel H. Gottlieb
- A History of Duality in Algebraic Topology James C. Becker and Daniel Henry Gottlieb
- TOPOLOGY AND THE NON-EXISTENCE OF MAGNETIC MONOPOLES by
- _________New_York_Journal_of_Mathematics___________________ New York J. Math.1 (1995) 130-148.
- INTERSECTION NUMBERS, TRANSFERS, AND GROUP ACTIONS Daniel H. Gottlieb and Murad Ozaydin
- THE ODD IMAGE THEOREM DANIEL HENRY GOTTLIEB
- INTERSECTION NUMBERS, TRANSFERS, AND GROUP ACTIONS Daniel H. Gottlieb and Murad Ozaydin
- Functions and the Unity of Mathematics Daniel Henry Gottlieb
- EIGENBUNDLES, QUATERNIONS, AND BERRY'S PHASE Daniel Henry Gottlieb
- ContemporaryVMathematicsolume 00, 0000 Spaces of Local Vector Fields
- THE ODD IMAGE THEOREM DANIEL HENRY GOTTLIEB
- Zeroes of Pullback Vector Fields and Fixed Point Theory for Bodies Daniel Henry Gottlieb
- VECTOR FIELDS AND TRANSFERS JAMES C. BECKER and DANIEL HENRY GOTTLIEB
- A GRAVITATIONAL LENS NEED NOT PRODUCE AN ODD NUMBER OF IMAGES
- INTERSECTION NUMBERS, TRANSFERS, AND GROUP ACTIONS by
- Lectures on Vector Fields and the Unity of Mathematics by
- THE LAW OF VECTOR FIELDS Daniel H. Gottlieb
- Becker-Gottlieb Transfer The Becker-Gottlieb transfer is an S-map from the base to the total space o*
- TRANSFERS AND PERIODIC ORBITS OF HOMEOMORPHISMS Daniel Henry Gottlieb
- Functions and the Unity of Mathematics Daniel Henry Gottlieb
- GROUP ACTIONS AND THE SINGULAR SET DANIEL H. GOTTLIEB and MURAD OZAYDIN
