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Publicatii proprii

Decrease in coccolithophore calcification and CO2 since the middle Miocene

Marine algae are instrumental in carbon cycling and atmospheric carbon dioxide (CO2) regulation. One group, coccolithophores, uses carbon to photosynthesize and to calcify, covering their cells with chalk platelets (coccoliths). How ocean acidification influences coccolithophore calcification is strongly debated, and the effects of carbonate chemistry changes in the geological past are poorly understood. This paper relates degree of coccolith calcification

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Spatial variations in geochemical characteristics of the modern Mackenzie Delta sedimentary system

The Mackenzie River in Canada is by far the largest riverine source of sediment and organic carbon (OC) to the Arctic Ocean. Therefore the transport, degradation and burial of OC along the land-to-ocean continuum for this riverine system is important to study both regionally and as a dominant representative of Arctic rivers. Here, we apply sedimentological (grain size, mineral surface area), and organic and inorganic geochemical techniques (%OC,

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Indian monsoon variations during three contrasting climatic periods: The Holocene, Heinrich Stadial 2 and the last interglacial–glacial transition

In contrast to the East Asian and African monsoons the Indian monsoon is still poorly documented throughout the last climatic cycle (last 135,000 years). Pollen analysis from two marine sediment cores (NGHP-01-16A and NGHP-01-19B) collected from the offshore Godavari and Mahanadi basins, both located in the Core Monsoon Zone (CMZ) reveals changes in Indian summer monsoon variability and intensity during three contrasting climatic periods: the Holocene,

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Carnivore impact on cave bear bones and the analysis of their dispersion. Case study: Ursilor Cave (NW Romania)
ABSOLUTE THEORY OF RELATIVITY & PARAMETERIZED THEORY OF RELATIVITY & NONINERTIAL MULTIRELATIVITY

In this book we present the hypothesis that there is no speed barrier in the universe - thus refuting the speed of light postulate. While Einstein considered a relative space and relative time but the ultimate speed of light, we do the opposite: we consider an absolute time and absolute space but no ultimate speed, and we call it the Absolute Theory of Relativity (ATR). We then parameterize Einstein’s thought experiment with atomic clocks, supposing

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α-Discounting Method for Multi-Criteria Decision Making (α-D MCDM)

In this book, we introduce a new procedure called α- Discounting Method for Multi-Criteria Decision Making (α-D MCDM), which is as an alternative and extension of Saaty’s Analytical Hierarchy Process (AHP). It works for any number of preferences that can be transformed into a system of homogeneous linear equations. A degree of consistency (and implicitly a degree of inconsistency) of a decision-making problem are defined. α-D MCDM is afterwards

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Neutrosophic Physics: More Problems, More Solutions. Collected Papers

Research papers presented in this collection manifest only a few of many possible applications of neutrosophic logics to theoretical physics. Most of these applications target the theory of relativity and quantum physics, but other sections of physics are also possible to be considered. One may say that these are no many. However this is only the first small step along the long path. We just opened the gate at. I believe that, after years, neutrosophic

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Unification of Fusion Theories, Rules, Filters, Image Fusion and Target Tracking Methods (UFT)

Since no fusion theory neither fusion rule fully satisfy all needed applications, the author has proposed since 2004 a Unification of Fusion Theories and a Unification / Combination of Fusion Rules in solving problems/applications. For each particular application, one selects the most appropriate fusion space and fusion model, then the rules, and algorithms of implementation. We are working in the Unification of the Fusion Theories and Rules (UFTR),

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Introduction to Neutrosophic Statistics

Neutrosophic Statistics is an extension of the classical statistics. While in classical statistics the data is known, formed by crisp numbers, in neutrosophic statistics the data has some indeterminacy. In the neutrosophic statistics, the data may be ambiguous, vague, imprecise, incomplete, even unknown. Instead of crisp numbers used in classical statistics, one uses sets (that respectively approximate these crisp numbers) in neutrosophic statistics.

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Synthetic lethality between PAXX and XLF in mammalian development.