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In botany , phyllotaxis or phyllotaxy is the arrangement of leaves on a plant stem (from Ancient Greek phýllon "leaf" and táxis "
Kaynak: Phyllotaxis

The modifications can involve the length and the nature of the internode s and the phyllotaxis , as well as variations in the proportions
Kaynak: Inflorescence

His description of phyllotaxis and the Fibonacci sequence , the mathematical relationships in the spiral growth patterns of plants, is
Kaynak: Patterns in nature

Different terms are usually used to describe leaf placement (phyllotaxis. File:Leaves opposite. jpg | The leaves on this plant are arranged in
Kaynak: Leaf

In disc phyllotaxis (sunflower , daisy), the mesh of spirals occurs in Fibonacci number s because divergence (angle of succession in a
Kaynak: Fermat's spiral

They also appear in biological settings such as branching in trees, phyllotaxis (the arrangement of leaves on a stem), the fruit sprouts
Kaynak: Fibonacci number

In phyllotaxis when an opposite pattern of leaves has successive leaf pairs that are perpendicular, it is called decussate.
Kaynak: Decussation

He pioneered research in the field of plant morphology, particularly phyllotaxis . He is perhaps best known as the originator of the
Kaynak: Karl Friedrich Schimper

Bravais also studied magnetism , the northern lights , meteorology , geobotany , phyllotaxis , astronomy , and hydrography . He studied at
Kaynak: Auguste Bravais

It was released on March 1, 2011, by Prosthetic Records The album artwork is based on phyllotaxis circles. It is the last release to
Kaynak: The Collective (Scale the Summit album)

Fibonacci numbers and Phyllotaxis: In the late 1970s Adler turned his attention to the question of phyllotaxis , specifically to the
Kaynak: Irving Adler

verticillate (or whorled) phyllotaxis , that is, the absence of stem elongation among the successive whorls or verticils of the primordium.
Kaynak: ABC model of flower development

Spiral patterns are found in the body plans of animals including molluscs such as the nautilus , and in the phyllotaxis of many plants,
Kaynak: Pattern

This may be why angles close to the golden ratio often show up in phyllotaxis (the growth of plants. The defining quadratic polynomial and
Kaynak: Golden ratio

The golden angle plays a significant role in the theory of phyllotaxis . Perhaps most notably, the golden angle is the angle separating
Kaynak: Golden angle

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