"Convolutional" Pronounce,Meaning And Examples
"Convolutional" Natural Recordings by Native Speakers
"Convolutional" Meaning
The term "convolutional" refers to a mathematical operation that combines two functions by sliding one function over the other and computing the overlap at each position. In the context of neural networks, a convolutional neural network (CNN) uses this operation to extract features from images.
"Convolutional" Examples
Convolutional
Here are 5 usage examples:
Example 1
In image processing, a convolutional neural network (CNN) is used to analyze shapes and features by scanning the image with small kernels.source
Example 2
The scientist employed convolutional coding theory to develop a more reliable transmission protocol.source
Example 3
The researcher investigated the impact of convolutional reanalysis on the regional climate models."Convolutional" Similar Words
Convoking
The word "convoking" is a verb that means to summon or call together, especially for a formal occasion or meeting. It can also mean to provoke or stir up strong emotions or reactions in someone.
Convolute
To convolute something means to twist or turn it into a complicated or complex shape, often making it difficult to understand or untangle. It can also refer to the act of making something obscure or ambiguous by adding unnecessary complexity.
Convolutedness
Convolutedness refers to the quality or condition of being complicated, intricate, or confusing, often to the point where it is difficult to understand or follow.
Convolutes
The word "convolutes" is a verb that means to twist or turn something into a complex or intricate form, often in a spiral or helical shape. It can also refer to the act of making something convoluted or confusing.
Convoluting
Convoluting is a verb that means to make something complex or confused by adding too many details, intricacies, or complications. It can also mean to twist or turn something in a complicated way, often leading to a tangled or knotted state. In a figurative sense, it can mean to make something seem more complicated or mysterious than it actually is by adding unnecessary layers of meaning or complexity.
Convolution
Convolution refers to a mathematical operation used to combine two functions or signals by sliding one over the other, element-wise multiplying them, and integrating them to produce a new, output function or signal. In a broader sense, convolution can also refer to a process of blending or merging separate elements or components to form a new, combined whole.
Convolutions
Convolutions refer to a process of combining or merging two or more things into a single entity, often resulting in a new or transformed whole. This can apply to various domains, including mathematics, physics, engineering, and even art.<br><br>In mathematics, a convolution is the operation of combining two functions by sliding one over the other and taking the integral of the products. This is often used in signal processing, image processing, and other fields where functions or signals need to be combined.<br><br>In physics, convolutions can pertain to the merging of particles or waves, resulting in new properties or behavior.<br><br>In engineering, convolutions can refer to the combination of two systems, circuits, or processes to create a new system or functionality.<br><br>In art, convolutions can refer to the arrangement of shapes, forms, or textures that merge to create a new aesthetic or visual structure.<br><br>In general, convolutions involve integrating or combining different elements to create a new, emergent entity that often exhibits unique characteristics or properties.
Convolutive
Convolutive refers to the process of folding or combining a function or signal with its own delayed or shifted version, often to create a new signal or pattern. In other words, it involves the repeated application of a function to itself, typically with a shift or delay, to generate a new output. Convolutive processing is commonly used in signal processing, image processing, and other areas of applied mathematics, such as convolutional neural networks (CNNs) and Fourier analysis.
Convolving
Convolvulaceae
Convolvulaceae is a family of flowering plants, commonly known as the morning glory family. It is a group of annual or perennial vines, shrubs, and herbaceous plants that are found in warm and temperate regions around the world. The family includes around 2,200 species, including the morning glory, bindweed, and sweet potato. They are known for their twining habit, trumpet-shaped flowers, and edible seeds.
Convolvulaceous
Convolvulaceous refers to something that resembles or is reminiscent of a convolvulus, which is a type of flowering plant, specifically a vine or a climber, often with trumpet-shaped flowers. In a broader sense, the word can be used to describe something that is ornate, intricate, or curled in a spiral shape, much like the tendrils of a convolvulus plant. The term is often used in botany, art, and architecture to describe the intricate patterns or designs found in nature or human creations.
Convolvulus
Convolvulus refers to a genus of flowering plants in the bindweed family (Convolvulaceae). They are also known as morning glories. These plants have trumpet-shaped flowers that bloom in the morning and typically wilt by noon. The term "convolvulus" can also be used to describe the act of twisting or entwining, as in the way these vines wrap around other objects.
Convoy
A convoy is a group of vehicles, ships, or aircraft traveling together, usually for protection or support, often in a formation or close proximity to each other. This term is commonly used in various contexts, such as military, transportation, or logistics, to describe a collective movement of resources.
Convoyed