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Theory of Space: Definitive Edition - A Unified Framework for Physics, Geometry, and Cosmology



D.S. Sobolewski, Theory of Space, HTS High Technology Solutions, 28 September 2025. ISBN: 978-83-936891-2-5​



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Quantum Mechanics and Cosmology Based on the Theory of Space - A Unified Geometric Framework for Quantum Interpretation and Cosmological Structure



N.J. Sobolewska, J.P. Sobolewska, M.J. Sobolewski, M.A. Sobolewski, D.S. Sobolewski, Quantum Mechanics and Cosmology Based on the Theory of Space, HTS High Technology Solutions, 28 September 2025, ISBN: 978-83-936891-3-2



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Original Chapters from the First Edition of Theory of Space (2007)





These chapters are preserved from the earliest published version of the Theory, written long before its definitive editions. They reflect the original geometric insights, philosophical clarity, and scientific courage that laid the groundwork for the current framework.


Each chapter stands as a historical artifact and a living reference:

- Not rewritten, but retained in its authentic form.

- Not simplified, but foundational in its complexity.

- Not speculative, but grounded in first principles.


They remain publicly available as part of the HTS legacy for researchers, collaborators, and readers seeking to understand the origins of a geometric paradigm.



First Edition Archive



Chapter 4. EULER EQUATIONS IN THE FOUR-DIMENSIONAL SPACE



Introduces differential forms on manifolds and invariant hypersurfaces under SO(n) rotations.


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First Edition Archive



Chapter 5.1: The Notion of Time



Defines time through oscillatory observables in local neighborhoods of space.


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First Edition Archive



Chapter 5.3: The Lorentz Transformation



Critiques conventional interpretations of length contraction and time dilation.


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First Edition Archive



Chapter 7: The Essence of Quantum Mechanics



Explores deformation of hypersurfaces and oscillatory motion in curved space.​


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First Edition Archive



Chapter 9.1: Measurement of Neutrino Velocity at CERN



Analyzes geodetic paths and curvature effects in four-dimensional space.​


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