horizontal communication
(noun)
The flow of messages across functional areas on the same level of an organization.
Examples of horizontal communication in the following topics:
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Horizontal Communication
- Horizontal communication is the flow of messages across individuals and groups on the same level of an organization.
- Horizontal communication, also called lateral communication, involves the flow of messages between individuals and groups on the same level of an organization.
- Horizontal communication does not involve relaying information up or down across levels.
- Communication within a team is an example of horizontal communication; members coordinate tasks, work together, and resolve conflicts.
- Horizontal communication refers to any communication between employees at the same level of an organization
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Flat versus tall organizations
- However, as the personnel count grows, the firm's structure typically expands either horizontally (flat) or vertically (tall).
- Organizations that follow this type of structure have wider spans of supervisory control and have more horizontal communication.
- As a result, all levels have the potential of working more closely together which enhances a closer working environment with better communication and creativity.
- Departments can become more compartmentalized, which increases the communication within them, but does not lend itself to communication with other departments.
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Informal Communication
- Informal communication occurs outside an organization's established channels for conveying messages and transmitting information.
- While formal communication follows practices shaped by hierarchy, technology systems, and official policy, informal communication faces fewer restrictions.
- Formal communication usually involves documentation, while informal communication usually leaves no recorded trace for others to find or share.
- In the past, many organizations considered informal communication (generally associated with interpersonal, horizontal communication) a hindrance to effective organizational performance and tried to stamp it out.
- While informal communication is important to an organization, it also may have disadvantages.
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Layers in an Organization: Tall vs Flat Organizations
- The risk in tall structures is that departments can become more compartmentalized which may increase intra-departmental communication at the expense of an inter-departmental flow of information.
- Organizations that follow this type of structure have wider spans of supervisory control and have more horizontal communication.
- Internally, the organization as a whole encourages more participation between all levels within the organization, promoting closer working relationships that potentially lead to better communication and creativity.
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Types of Organizations
- An organization's ownership and management styles can impact its communication structures.
- At the same time, there are some businesses that support informal and horizontal forms of communication.
- Therefore the purpose of marketing, or external communications, in an NPO is to build awareness and to demonstrate the company's ability to make a difference with community support.
- Regarding internal communications, smaller non-profits might lean toward using a combination of both formal and informal methods coupled with horizontal communication strategies.
- An organization's CSR policy can shape what is communicated in the public sphere.
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Web, Network, and Ring of Life Models
- The recognition of the importance of Horizontal gene transfer (HGT), especially in the evolution of prokaryotes, has caused some to propose abandoning the classic "tree of life" model.
- Ford Doolittle, the "tree of life" arose from a community of ancestral cells, has multiple trunks, and has connections between branches where horizontal gene transfer has occurred.
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The Existence of Inverse Functions and the Horizontal Line Test
- Recognize whether a function has an inverse by using the horizontal line test
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Horizontal Asymptotes and Limits at Infinity
- The asymptotes are computed using limits and are classified into horizontal, vertical and oblique depending on the orientation.
- They can be computed using limits and are classified into horizontal, vertical and oblique asymptotes depending on the orientation.
- Horizontal asymptotes are horizontal lines that the graph of the function approaches as $x$ tends toward $+ \infty$ or $- \infty$.
- The horizontal line $y = c$is a horizontal asymptote of the function $y = ƒ(x)$ if $\lim_{x\rightarrow -\infty}f(x)=c$ or $\lim_{x\rightarrow +\infty}f(x)=c$.
- The graph of a function can have two horizontal asymptotes.
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Adding and Subtracting Vectors Using Components
- Previously, we saw that vectors can be expressed in terms of their horizontal and vertical components .
- For example, a vector with a length of 5 at a 36.9 degree angle to the horizontal axis will have a horizontal component of 4 units and a vertical component of 3 units.
- This can be seen by adding the horizontal components of the two vectors ($4+4$) and the two vertical components ($3+3$).
- These additions give a new vector with a horizontal component of 8 ($4+4$) and a vertical component of 6 ($3+3$).
- It can be decomposed into a horizontal part and a vertical part as shown.
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Stretching and Shrinking
- Now lets analyze horizontal scaling.
- This leads to a "shrunken" appearance in the horizontal direction.
- In general, the equation for horizontal scaling is:
- If $c$ is greater than one the function will undergo horizontal shrinking, and if $c$ is less than one the function will undergo horizontal stretching.
- If we want to induce horizontal shrinking, the new function becomes: