Interesting, but it doesn't change the statistics too drastically. We're still talking a less than 1% chance. "Of the 156,034 children conceived less than a year after the birth of
their older siblings, 1,188 had an autism diagnosis ? a higher rate,
but still less than 1 percent."
Definitely interesting. I wonder though, about the children who are only children, or the oldest with Autism. It doesn't explain that.
I don't think it's saying that having kids close together is the cause of autism. Just that it increases the risk of developing it.
Very interesting article, definitely. I know some doctors recommend two years between pregnancies so that the body can rebuild its nutrients.
Or as the article mentions, it could just be that parents who have a young child can more easily spot developmental delays because they are comparing their children. If it's your first, or if your older child is 3 or 4, you might not notice subtle differences.
That could lead to a diagnosis of autism where one might not have occurred before (even though the article does say that mild forms of autism weren't included in the study).
Interesting, but it doesn't change the statistics too drastically. We're still talking a less than 1% chance. "Of the 156,034 children conceived less than a year after the birth oftheir older siblings, 1,188 had an autism diagnosis ? a higher rate,but still less than 1 percent."
This is what I found interesting. Less than 1 percent seems so tiny, and they were only studying the presence of autism in a second child where the first child is not on the spectrum. So that is a small percentage of the population too. It still doesn't give answers as to causation, which is what a lot of parents are really wanting to know. I wonder though, not being a statistician or well-versed in that arena, is less than 1 percent statistically significant enough to consider it to be a true positive correlation? Any statistics smarties want to comment? I truly am interested because I don't know the answer.
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What is more scarey, all of the reasons are speculation, no concrete conclusions, and its affecting our children!
Autism is a scary thought, for sure. I would be deeply saddened of AJ, one of nieces of nephews, or future children had it. But I think it's really important to put this fear and concern in persecutive. As with peanut allergies, only ONE percent of children in the US has it. That means 99% don't. Not that we shouldn't research it, not that it's not awful, not that I don't want to know the reasons, but it is something we need to keep in perspective.
Interesting, but it doesn't change the statistics too drastically. We're still talking a less than 1% chance. "Of the 156,034 children conceived less than a year after the birth oftheir older siblings, 1,188 had an autism diagnosis ? a higher rate,but still less than 1 percent."
This is what I found interesting. Less than 1 percent seems so tiny, and they were only studying the presence of autism in a second child where the first child is not on the spectrum. So that is a small percentage of the population too. It still doesn't give answers as to causation, which is what a lot of parents are really wanting to know. I wonder though, not being a statistician or well-versed in that arena, is less than 1 percent statistically significant enough to consider it to be a true positive correlation? Any statistics smarties want to comment? I truly am interested because I don't know the answer.
It depends on the numbers- specific to the study, I think. I'd have to see the methods section of a research study and then take to DH (a research and statistics professor lol) to tell us for sure. Very interesting, though.
Interesting, but it doesn't change the statistics too drastically. We're still talking a less than 1% chance. "Of the 156,034 children conceived less than a year after the birth oftheir older siblings, 1,188 had an autism diagnosis ? a higher rate,but still less than 1 percent."
This is what I found interesting. Less than 1 percent seems so tiny, and they were only studying the presence of autism in a second child where the first child is not on the spectrum. So that is a small percentage of the population too. It still doesn't give answers as to causation, which is what a lot of parents are really wanting to know. I wonder though, not being a statistician or well-versed in that arena, is less than 1 percent statistically significant enough to consider it to be a true positive correlation? Any statistics smarties want to comment? I truly am interested because I don't know the answer.
Been a while since I've done this, so I am sure someone will correct me if I'm wrong, but since the numbers in the study correspond to the numbers in the population at large (1%), I believe there is statistical relevance.
Re: Interesting new autism study.
What is more scarey, all of the reasons are speculation, no concrete conclusions, and its affecting our children!
I don't think it's saying that having kids close together is the cause of autism. Just that it increases the risk of developing it.
Very interesting article, definitely. I know some doctors recommend two years between pregnancies so that the body can rebuild its nutrients.
Or as the article mentions, it could just be that parents who have a young child can more easily spot developmental delays because they are comparing their children. If it's your first, or if your older child is 3 or 4, you might not notice subtle differences.
That could lead to a diagnosis of autism where one might not have occurred before (even though the article does say that mild forms of autism weren't included in the study).
This is what I found interesting. Less than 1 percent seems so tiny, and they were only studying the presence of autism in a second child where the first child is not on the spectrum. So that is a small percentage of the population too. It still doesn't give answers as to causation, which is what a lot of parents are really wanting to know. I wonder though, not being a statistician or well-versed in that arena, is less than 1 percent statistically significant enough to consider it to be a true positive correlation? Any statistics smarties want to comment? I truly am interested because I don't know the answer.